{smcl}
{com}{sf}{ul off}{txt}{.-}
      name:  {res}<unnamed>
       {txt}log:  {res}/Users/stephennelson/Desktop/Aug24ISQReplication/ISQreplication.smcl
  {txt}log type:  {res}smcl
 {txt}opened on:  {res}22 Aug 2024, 10:43:55

{com}. do "/Users/stephennelson/Desktop/Aug24ISQReplication/ISQ_Do_NelsonDinkel2024.do"
{txt}
{com}. *********************************************************************************************************
. *************    Replication code for IMF Lending Programs and Repression in Autocracies  ***************
. *********************************************************************************************************
. 
. ***Analyses run in Stata 14.2***
. 
. *** Note that the following Stata packages need to be installed before replicating tables and figures reported in "IMF Lending Programs and Repression in Autocracies": ivreg2, reghdfe, ivreghdfe, coefplot, cmp, ghk2, estout ***
. 
. clear
{txt}
{com}. * Install ftools 
. cap ado uninstall ftools
{txt}
{com}. net install ftools, replace from("https://raw.githubusercontent.com/sergiocorreia/ftools/master/src/")
checking {hilite:ftools} consistency and verifying not already installed...
all files already exist and are up to date.
{txt}
{com}. 
. * Install reghdfe
. cap ado uninstall reghdfe
{txt}
{com}. net install reghdfe, replace from("https://raw.githubusercontent.com/sergiocorreia/reghdfe/master/src/")
checking {hilite:reghdfe} consistency and verifying not already installed...
all files already exist and are up to date.
{txt}
{com}. 
. * Install ivreg2
. cap ado uninstall ivreg2
{txt}
{com}. ssc install ivreg2, replace
{txt}checking {hilite:ivreg2} consistency and verifying not already installed...
all files already exist and are up to date.

{com}. 
. * Install ivreghdfe
. cap ado uninstall ivreghdfe
{txt}
{com}. net install ivreghdfe, replace from(https://raw.githubusercontent.com/sergiocorreia/ivreghdfe/master/src/)
checking {hilite:ivreghdfe} consistency and verifying not already installed...
all files already exist and are up to date.
{txt}
{com}. 
. *Install estout*
. ssc install estout, replace
{txt}checking {hilite:estout} consistency and verifying not already installed...
all files already exist and are up to date.

{com}. 
. *Install coefplot*
. ssc install coefplot, replace
{txt}checking {hilite:coefplot} consistency and verifying not already installed...
all files already exist and are up to date.

{com}. 
. *Install cmp*
. ssc install cmp, replace
{txt}checking {hilite:cmp} consistency and verifying not already installed...
all files already exist and are up to date.

{com}. 
. *Install ghk2*
. ssc install ghk2, replace
{txt}checking {hilite:ghk2} consistency and verifying not already installed...
all files already exist and are up to date.

{com}. 
. 
. *******************************************************************************************************************
. ******** REPRODUCE FIGURE 1 (SHARES OF DEMOCRATIC AND NON-DEMOCRATIC COUNTRIES INVOLVED IN IMF PROGRAMS) **********
. *******************************************************************************************************************
. 
. clear
{txt}
{com}. cd "/Users/stephennelson/Desktop/Aug24ISQReplication"
{res}/Users/stephennelson/Desktop/Aug24ISQReplication
{txt}
{com}. use "figure1data_ISQ.dta"
{txt}
{com}. 
. *create yearly IMF program participation average for democracies*
. egen imf_avg_democ = mean(imfprogram_uu) if e_chga_demo_updated==1, by(year)
{txt}(5915 missing values generated)

{com}. 
. *create IMF program participation average for non-democracies*
. egen imf_avg_autoc = mean(imfprogram_uu) if e_chga_demo_updated==0, by(year)
{txt}(5299 missing values generated)

{com}. 
. *Figure 1 in main paper*
. twoway (line imf_avg_democ imf_avg_autoc year if year>=1972 & year<=2014, sort msymbol(d t) connect (l l) lwidth (medthin thin) ytitle("Average under IMF Program", axis(1)) xlab(1973(5)2014) xtitle("") legend(cols(1) order(1 2) lab(1 "Democratic Countries") lab(2 "Non-Democratic Countries") stack) scheme(s2mono) graphregion(fcolor(white) ilcolor(white) lcolor(white)))
{res}{txt}
{com}. 
. clear 
{txt}
{com}. 
. *****************************************************************************************************************************************
. ******** STATISTICAL ANALYSES OF PHYS. INTEGRITY RIGHTS-IMF PROGRAM PARTICIPATION LINK (ONLY DEVELOPING DEMOCRATIC REGIMES) *************
. *****************************************************************************************************************************************
. 
. cd "/Users/stephennelson/Desktop/Aug24ISQReplication"
{res}/Users/stephennelson/Desktop/Aug24ISQReplication
{txt}
{com}. use "democracies_IMFprograms_ISQ.dta"
{txt}
{com}. 
. set matsize 800
{txt}
{com}. tsset ccode year, yearly
{res}{txt}{col 8}panel variable:  {res}ccode (unbalanced)
{txt}{col 9}time variable:  {res}{col 25}year, 1970 to 2015, but with gaps
{txt}{col 17}delta:  {res}1 year
{txt}
{com}. 
. ***** Figure 3 (in main paper) / Table A7 (in supplementary appendix) *****
. * Table A7 column 1 *
. ivreg2 theta_mean l1.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1) e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode if year>1974 & year<2015 & advanced==0, robust   
{txt}Warning: time variable {res}year{txt} has {res}15{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    1551
{txt}{col 55}F(115,  1435) = {res} 1752.93
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res}  2604.68055{txt}{col 55}Centered R2   = {res}  0.9858
{txt}Total (uncentered) SS   = {res} 2606.259839{txt}{col 55}Uncentered R2 = {res}  0.9858
{txt}Residual SS             = {res} 36.99400608{txt}{col 55}Root MSE      = {res}   .1544

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2} .1865583{col 30}{space 2} .1029984{col 41}{space 1}    1.81{col 50}{space 3}0.070{col 58}{space 4}-.0153147{col 71}{space 3} .3884314
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8938527{col 30}{space 2}  .011791{col 41}{space 1}   75.81{col 50}{space 3}0.000{col 58}{space 4} .8707427{col 71}{space 3} .9169626
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2}-.2991677{col 30}{space 2}  .131962{col 41}{space 1}   -2.27{col 50}{space 3}0.023{col 58}{space 4}-.5578085{col 71}{space 3} -.040527
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0697867{col 30}{space 2} .0516709{col 41}{space 1}    1.35{col 50}{space 3}0.177{col 58}{space 4}-.0314864{col 71}{space 3} .1710597
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .3152696{col 30}{space 2} .0747557{col 41}{space 1}    4.22{col 50}{space 3}0.000{col 58}{space 4} .1687511{col 71}{space 3}  .461788
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2} .0618199{col 30}{space 2}  .017353{col 41}{space 1}    3.56{col 50}{space 3}0.000{col 58}{space 4} .0278086{col 71}{space 3} .0958312
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0261816{col 30}{space 2} .0052676{col 41}{space 1}   -4.97{col 50}{space 3}0.000{col 58}{space 4}-.0365059{col 71}{space 3}-.0158573
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1976  {c |}{col 18}{res}{space 2}  .029327{col 30}{space 2} .0678511{col 41}{space 1}    0.43{col 50}{space 3}0.666{col 58}{space 4}-.1036586{col 71}{space 3} .1623126
{txt}{space 11}1977  {c |}{col 18}{res}{space 2} .0291541{col 30}{space 2} .0672435{col 41}{space 1}    0.43{col 50}{space 3}0.665{col 58}{space 4}-.1026407{col 71}{space 3}  .160949
{txt}{space 11}1978  {c |}{col 18}{res}{space 2} .0027863{col 30}{space 2} .0632749{col 41}{space 1}    0.04{col 50}{space 3}0.965{col 58}{space 4}-.1212303{col 71}{space 3} .1268029
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0010697{col 30}{space 2} .0610521{col 41}{space 1}    0.02{col 50}{space 3}0.986{col 58}{space 4}-.1185903{col 71}{space 3} .1207297
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0160282{col 30}{space 2} .0689848{col 41}{space 1}    0.23{col 50}{space 3}0.816{col 58}{space 4}-.1191795{col 71}{space 3}  .151236
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0023093{col 30}{space 2} .0616713{col 41}{space 1}    0.04{col 50}{space 3}0.970{col 58}{space 4}-.1185643{col 71}{space 3} .1231829
{txt}{space 11}1982  {c |}{col 18}{res}{space 2}-.0103598{col 30}{space 2} .0636032{col 41}{space 1}   -0.16{col 50}{space 3}0.871{col 58}{space 4}-.1350198{col 71}{space 3} .1143002
{txt}{space 11}1983  {c |}{col 18}{res}{space 2}-.0216448{col 30}{space 2} .0655459{col 41}{space 1}   -0.33{col 50}{space 3}0.741{col 58}{space 4}-.1501123{col 71}{space 3} .1068228
{txt}{space 11}1984  {c |}{col 18}{res}{space 2}-.0193247{col 30}{space 2} .0558231{col 41}{space 1}   -0.35{col 50}{space 3}0.729{col 58}{space 4}-.1287361{col 71}{space 3} .0900866
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0058883{col 30}{space 2} .0548003{col 41}{space 1}    0.11{col 50}{space 3}0.914{col 58}{space 4}-.1015184{col 71}{space 3}  .113295
{txt}{space 11}1986  {c |}{col 18}{res}{space 2}-.0580005{col 30}{space 2} .0525544{col 41}{space 1}   -1.10{col 50}{space 3}0.270{col 58}{space 4}-.1610053{col 71}{space 3} .0450043
{txt}{space 11}1987  {c |}{col 18}{res}{space 2}-.0350325{col 30}{space 2} .0489447{col 41}{space 1}   -0.72{col 50}{space 3}0.474{col 58}{space 4}-.1309623{col 71}{space 3} .0608973
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} -.071292{col 30}{space 2} .0498955{col 41}{space 1}   -1.43{col 50}{space 3}0.153{col 58}{space 4}-.1690853{col 71}{space 3} .0265013
{txt}{space 11}1989  {c |}{col 18}{res}{space 2}-.1224805{col 30}{space 2} .0593021{col 41}{space 1}   -2.07{col 50}{space 3}0.039{col 58}{space 4}-.2387106{col 71}{space 3}-.0062505
{txt}{space 11}1990  {c |}{col 18}{res}{space 2}-.0907935{col 30}{space 2} .0580556{col 41}{space 1}   -1.56{col 50}{space 3}0.118{col 58}{space 4}-.2045805{col 71}{space 3} .0229935
{txt}{space 11}1991  {c |}{col 18}{res}{space 2}-.0368251{col 30}{space 2} .0528859{col 41}{space 1}   -0.70{col 50}{space 3}0.486{col 58}{space 4}-.1404794{col 71}{space 3} .0668293
{txt}{space 11}1992  {c |}{col 18}{res}{space 2}-.0385982{col 30}{space 2} .0592788{col 41}{space 1}   -0.65{col 50}{space 3}0.515{col 58}{space 4}-.1547826{col 71}{space 3} .0775862
{txt}{space 11}1993  {c |}{col 18}{res}{space 2}-.0150268{col 30}{space 2} .0538752{col 41}{space 1}   -0.28{col 50}{space 3}0.780{col 58}{space 4}-.1206203{col 71}{space 3} .0905667
{txt}{space 11}1994  {c |}{col 18}{res}{space 2}-.0265424{col 30}{space 2} .0504353{col 41}{space 1}   -0.53{col 50}{space 3}0.599{col 58}{space 4}-.1253938{col 71}{space 3}  .072309
{txt}{space 11}1995  {c |}{col 18}{res}{space 2}-.0315384{col 30}{space 2} .0499374{col 41}{space 1}   -0.63{col 50}{space 3}0.528{col 58}{space 4}-.1294139{col 71}{space 3} .0663371
{txt}{space 11}1996  {c |}{col 18}{res}{space 2}-.0223894{col 30}{space 2} .0519272{col 41}{space 1}   -0.43{col 50}{space 3}0.666{col 58}{space 4}-.1241649{col 71}{space 3} .0793861
{txt}{space 11}1997  {c |}{col 18}{res}{space 2}-.0063139{col 30}{space 2} .0477023{col 41}{space 1}   -0.13{col 50}{space 3}0.895{col 58}{space 4}-.0998087{col 71}{space 3}  .087181
{txt}{space 11}1998  {c |}{col 18}{res}{space 2}-.0379787{col 30}{space 2} .0473227{col 41}{space 1}   -0.80{col 50}{space 3}0.422{col 58}{space 4}-.1307294{col 71}{space 3}  .054772
{txt}{space 11}1999  {c |}{col 18}{res}{space 2}-.0396569{col 30}{space 2} .0472049{col 41}{space 1}   -0.84{col 50}{space 3}0.401{col 58}{space 4}-.1321767{col 71}{space 3} .0528629
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} -.047118{col 30}{space 2} .0483019{col 41}{space 1}   -0.98{col 50}{space 3}0.329{col 58}{space 4}-.1417879{col 71}{space 3}  .047552
{txt}{space 11}2001  {c |}{col 18}{res}{space 2}-.0420418{col 30}{space 2} .0518584{col 41}{space 1}   -0.81{col 50}{space 3}0.418{col 58}{space 4}-.1436824{col 71}{space 3} .0595988
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .0213961{col 30}{space 2} .0529923{col 41}{space 1}    0.40{col 50}{space 3}0.686{col 58}{space 4}-.0824669{col 71}{space 3} .1252592
{txt}{space 11}2003  {c |}{col 18}{res}{space 2}-.0015984{col 30}{space 2} .0512941{col 41}{space 1}   -0.03{col 50}{space 3}0.975{col 58}{space 4}-.1021331{col 71}{space 3} .0989362
{txt}{space 11}2004  {c |}{col 18}{res}{space 2}-.0279889{col 30}{space 2} .0513847{col 41}{space 1}   -0.54{col 50}{space 3}0.586{col 58}{space 4}-.1287012{col 71}{space 3} .0727233
{txt}{space 11}2005  {c |}{col 18}{res}{space 2}-.0330622{col 30}{space 2} .0509667{col 41}{space 1}   -0.65{col 50}{space 3}0.517{col 58}{space 4}-.1329551{col 71}{space 3} .0668307
{txt}{space 11}2006  {c |}{col 18}{res}{space 2}-.0380228{col 30}{space 2} .0524391{col 41}{space 1}   -0.73{col 50}{space 3}0.468{col 58}{space 4}-.1408015{col 71}{space 3} .0647559
{txt}{space 11}2007  {c |}{col 18}{res}{space 2}-.0171874{col 30}{space 2} .0499629{col 41}{space 1}   -0.34{col 50}{space 3}0.731{col 58}{space 4}-.1151129{col 71}{space 3} .0807382
{txt}{space 11}2008  {c |}{col 18}{res}{space 2}-.0425308{col 30}{space 2} .0493652{col 41}{space 1}   -0.86{col 50}{space 3}0.389{col 58}{space 4}-.1392849{col 71}{space 3} .0542233
{txt}{space 11}2009  {c |}{col 18}{res}{space 2}-.0399351{col 30}{space 2} .0552463{col 41}{space 1}   -0.72{col 50}{space 3}0.470{col 58}{space 4} -.148216{col 71}{space 3} .0683457
{txt}{space 11}2010  {c |}{col 18}{res}{space 2}-.0348832{col 30}{space 2}  .055846{col 41}{space 1}   -0.62{col 50}{space 3}0.532{col 58}{space 4}-.1443393{col 71}{space 3} .0745728
{txt}{space 11}2011  {c |}{col 18}{res}{space 2}-.0110928{col 30}{space 2} .0541673{col 41}{space 1}   -0.20{col 50}{space 3}0.838{col 58}{space 4}-.1172587{col 71}{space 3} .0950731
{txt}{space 11}2012  {c |}{col 18}{res}{space 2}-.0311756{col 30}{space 2} .0665112{col 41}{space 1}   -0.47{col 50}{space 3}0.639{col 58}{space 4}-.1615352{col 71}{space 3}  .099184
{txt}{space 11}2013  {c |}{col 18}{res}{space 2} .0114229{col 30}{space 2} .0528895{col 41}{space 1}    0.22{col 50}{space 3}0.829{col 58}{space 4}-.0922387{col 71}{space 3} .1150845
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0087718{col 30}{space 2} .0519635{col 41}{space 1}    0.17{col 50}{space 3}0.866{col 58}{space 4}-.0930747{col 71}{space 3} .1106184
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}51  {c |}{col 18}{res}{space 2}-.0157343{col 30}{space 2} .0413817{col 41}{space 1}   -0.38{col 50}{space 3}0.704{col 58}{space 4}-.0968409{col 71}{space 3} .0653723
{txt}{space 13}70  {c |}{col 18}{res}{space 2} .0969044{col 30}{space 2} .0546466{col 41}{space 1}    1.77{col 50}{space 3}0.076{col 58}{space 4}-.0102009{col 71}{space 3} .2040098
{txt}{space 13}90  {c |}{col 18}{res}{space 2} .2734142{col 30}{space 2} .0700584{col 41}{space 1}    3.90{col 50}{space 3}0.000{col 58}{space 4} .1361021{col 71}{space 3} .4107262
{txt}{space 13}91  {c |}{col 18}{res}{space 2} .2104797{col 30}{space 2} .0661535{col 41}{space 1}    3.18{col 50}{space 3}0.001{col 58}{space 4} .0808212{col 71}{space 3} .3401382
{txt}{space 13}92  {c |}{col 18}{res}{space 2} .2524189{col 30}{space 2} .0564142{col 41}{space 1}    4.47{col 50}{space 3}0.000{col 58}{space 4} .1418492{col 71}{space 3} .3629886
{txt}{space 13}93  {c |}{col 18}{res}{space 2}  .028739{col 30}{space 2} .0660828{col 41}{space 1}    0.43{col 50}{space 3}0.664{col 58}{space 4}-.1007809{col 71}{space 3} .1582589
{txt}{space 13}94  {c |}{col 18}{res}{space 2} .1766567{col 30}{space 2} .0455086{col 41}{space 1}    3.88{col 50}{space 3}0.000{col 58}{space 4} .0874615{col 71}{space 3} .2658519
{txt}{space 13}95  {c |}{col 18}{res}{space 2} .4832605{col 30}{space 2} .0981647{col 41}{space 1}    4.92{col 50}{space 3}0.000{col 58}{space 4} .2908611{col 71}{space 3} .6756598
{txt}{space 12}100  {c |}{col 18}{res}{space 2} .0780221{col 30}{space 2} .0521246{col 41}{space 1}    1.50{col 50}{space 3}0.134{col 58}{space 4}-.0241402{col 71}{space 3} .1801843
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{txt}{space 12}130  {c |}{col 18}{res}{space 2} .2045566{col 30}{space 2}  .062143{col 41}{space 1}    3.29{col 50}{space 3}0.001{col 58}{space 4} .0827586{col 71}{space 3} .3263547
{txt}{space 12}135  {c |}{col 18}{res}{space 2} .1241233{col 30}{space 2}  .073332{col 41}{space 1}    1.69{col 50}{space 3}0.091{col 58}{space 4}-.0196048{col 71}{space 3} .2678514
{txt}{space 12}140  {c |}{col 18}{res}{space 2}-.0512843{col 30}{space 2} .0419704{col 41}{space 1}   -1.22{col 50}{space 3}0.222{col 58}{space 4}-.1335447{col 71}{space 3} .0309761
{txt}{space 12}145  {c |}{col 18}{res}{space 2} .2673479{col 30}{space 2} .0710882{col 41}{space 1}    3.76{col 50}{space 3}0.000{col 58}{space 4} .1280176{col 71}{space 3} .4066781
{txt}{space 12}150  {c |}{col 18}{res}{space 2}  .107285{col 30}{space 2} .0443374{col 41}{space 1}    2.42{col 50}{space 3}0.016{col 58}{space 4} .0203853{col 71}{space 3} .1941847
{txt}{space 12}155  {c |}{col 18}{res}{space 2}  .200325{col 30}{space 2} .0579333{col 41}{space 1}    3.46{col 50}{space 3}0.001{col 58}{space 4} .0867778{col 71}{space 3} .3138722
{txt}{space 12}160  {c |}{col 18}{res}{space 2} .0461449{col 30}{space 2} .0478941{col 41}{space 1}    0.96{col 50}{space 3}0.335{col 58}{space 4}-.0477258{col 71}{space 3} .1400156
{txt}{space 12}165  {c |}{col 18}{res}{space 2} .3608203{col 30}{space 2} .0738218{col 41}{space 1}    4.89{col 50}{space 3}0.000{col 58}{space 4} .2161322{col 71}{space 3} .5055083
{txt}{space 12}290  {c |}{col 18}{res}{space 2} .1891114{col 30}{space 2} .0451783{col 41}{space 1}    4.19{col 50}{space 3}0.000{col 58}{space 4} .1005637{col 71}{space 3} .2776592
{txt}{space 12}310  {c |}{col 18}{res}{space 2} .0903758{col 30}{space 2} .0436899{col 41}{space 1}    2.07{col 50}{space 3}0.039{col 58}{space 4} .0047452{col 71}{space 3} .1760064
{txt}{space 12}316  {c |}{col 18}{res}{space 2}  .282956{col 30}{space 2} .0506605{col 41}{space 1}    5.59{col 50}{space 3}0.000{col 58}{space 4} .1836633{col 71}{space 3} .3822487
{txt}{space 12}317  {c |}{col 18}{res}{space 2} .1892974{col 30}{space 2} .0444914{col 41}{space 1}    4.25{col 50}{space 3}0.000{col 58}{space 4} .1020959{col 71}{space 3}  .276499
{txt}{space 12}339  {c |}{col 18}{res}{space 2} .1146123{col 30}{space 2} .0530444{col 41}{space 1}    2.16{col 50}{space 3}0.031{col 58}{space 4} .0106472{col 71}{space 3} .2185773
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{txt}{space 12}344  {c |}{col 18}{res}{space 2} .2925107{col 30}{space 2} .0643377{col 41}{space 1}    4.55{col 50}{space 3}0.000{col 58}{space 4} .1664111{col 71}{space 3} .4186104
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{txt}{space 12}349  {c |}{col 18}{res}{space 2} .2263718{col 30}{space 2} .0550859{col 41}{space 1}    4.11{col 50}{space 3}0.000{col 58}{space 4} .1184055{col 71}{space 3} .3343381
{txt}{space 12}355  {c |}{col 18}{res}{space 2} .2590734{col 30}{space 2} .0718602{col 41}{space 1}    3.61{col 50}{space 3}0.000{col 58}{space 4}   .11823{col 71}{space 3} .3999167
{txt}{space 12}359  {c |}{col 18}{res}{space 2} .2288452{col 30}{space 2} .0825521{col 41}{space 1}    2.77{col 50}{space 3}0.006{col 58}{space 4} .0670462{col 71}{space 3} .3906443
{txt}{space 12}360  {c |}{col 18}{res}{space 2}  .102924{col 30}{space 2} .0387286{col 41}{space 1}    2.66{col 50}{space 3}0.008{col 58}{space 4} .0270174{col 71}{space 3} .1788306
{txt}{space 12}366  {c |}{col 18}{res}{space 2} .3242006{col 30}{space 2} .0529711{col 41}{space 1}    6.12{col 50}{space 3}0.000{col 58}{space 4} .2203792{col 71}{space 3}  .428022
{txt}{space 12}367  {c |}{col 18}{res}{space 2}  .207485{col 30}{space 2} .0528574{col 41}{space 1}    3.93{col 50}{space 3}0.000{col 58}{space 4} .1038864{col 71}{space 3} .3110835
{txt}{space 12}368  {c |}{col 18}{res}{space 2} .3347043{col 30}{space 2} .0647459{col 41}{space 1}    5.17{col 50}{space 3}0.000{col 58}{space 4} .2078047{col 71}{space 3}  .461604
{txt}{space 12}369  {c |}{col 18}{res}{space 2} .0006563{col 30}{space 2} .0416411{col 41}{space 1}    0.02{col 50}{space 3}0.987{col 58}{space 4}-.0809587{col 71}{space 3} .0822714
{txt}{space 12}371  {c |}{col 18}{res}{space 2}  .096482{col 30}{space 2} .0482992{col 41}{space 1}    2.00{col 50}{space 3}0.046{col 58}{space 4} .0018173{col 71}{space 3} .1911467
{txt}{space 12}402  {c |}{col 18}{res}{space 2}  .268656{col 30}{space 2} .0674326{col 41}{space 1}    3.98{col 50}{space 3}0.000{col 58}{space 4} .1364906{col 71}{space 3} .4008215
{txt}{space 12}404  {c |}{col 18}{res}{space 2} .3782348{col 30}{space 2} .1338024{col 41}{space 1}    2.83{col 50}{space 3}0.005{col 58}{space 4}  .115987{col 71}{space 3} .6404827
{txt}{space 12}432  {c |}{col 18}{res}{space 2} .2382259{col 30}{space 2} .1107431{col 41}{space 1}    2.15{col 50}{space 3}0.031{col 58}{space 4} .0211734{col 71}{space 3} .4552783
{txt}{space 12}433  {c |}{col 18}{res}{space 2} .1464143{col 30}{space 2} .0922788{col 41}{space 1}    1.59{col 50}{space 3}0.113{col 58}{space 4}-.0344488{col 71}{space 3} .3272775
{txt}{space 12}434  {c |}{col 18}{res}{space 2} .0899775{col 30}{space 2} .0638804{col 41}{space 1}    1.41{col 50}{space 3}0.159{col 58}{space 4}-.0352257{col 71}{space 3} .2151808
{txt}{space 12}436  {c |}{col 18}{res}{space 2} .0837537{col 30}{space 2} .1160554{col 41}{space 1}    0.72{col 50}{space 3}0.470{col 58}{space 4}-.1437108{col 71}{space 3} .3112182
{txt}{space 12}450  {c |}{col 18}{res}{space 2} .2509865{col 30}{space 2} .1087323{col 41}{space 1}    2.31{col 50}{space 3}0.021{col 58}{space 4} .0378752{col 71}{space 3} .4640978
{txt}{space 12}451  {c |}{col 18}{res}{space 2} .5102502{col 30}{space 2} .1578391{col 41}{space 1}    3.23{col 50}{space 3}0.001{col 58}{space 4} .2008913{col 71}{space 3} .8196092
{txt}{space 12}452  {c |}{col 18}{res}{space 2} .1275368{col 30}{space 2} .0776034{col 41}{space 1}    1.64{col 50}{space 3}0.100{col 58}{space 4}-.0245631{col 71}{space 3} .2796367
{txt}{space 12}475  {c |}{col 18}{res}{space 2}-.0414615{col 30}{space 2} .0610679{col 41}{space 1}   -0.68{col 50}{space 3}0.497{col 58}{space 4}-.1611525{col 71}{space 3} .0782294
{txt}{space 12}482  {c |}{col 18}{res}{space 2} .0479684{col 30}{space 2} .1136275{col 41}{space 1}    0.42{col 50}{space 3}0.673{col 58}{space 4}-.1747374{col 71}{space 3} .2706742
{txt}{space 12}484  {c |}{col 18}{res}{space 2}-.1883479{col 30}{space 2} .2307241{col 41}{space 1}   -0.82{col 50}{space 3}0.414{col 58}{space 4}-.6405589{col 71}{space 3}  .263863
{txt}{space 12}500  {c |}{col 18}{res}{space 2}-.2239142{col 30}{space 2} .0932625{col 41}{space 1}   -2.40{col 50}{space 3}0.016{col 58}{space 4}-.4067053{col 71}{space 3}-.0411231
{txt}{space 12}501  {c |}{col 18}{res}{space 2} .2056482{col 30}{space 2}   .11627{col 41}{space 1}    1.77{col 50}{space 3}0.077{col 58}{space 4}-.0222368{col 71}{space 3} .4335332
{txt}{space 12}516  {c |}{col 18}{res}{space 2}   .08292{col 30}{space 2} .0979684{col 41}{space 1}    0.85{col 50}{space 3}0.397{col 58}{space 4}-.1090946{col 71}{space 3} .2749346
{txt}{space 12}553  {c |}{col 18}{res}{space 2} .2733227{col 30}{space 2} .1251913{col 41}{space 1}    2.18{col 50}{space 3}0.029{col 58}{space 4} .0279522{col 71}{space 3} .5186931
{txt}{space 12}580  {c |}{col 18}{res}{space 2} .3826815{col 30}{space 2} .1211885{col 41}{space 1}    3.16{col 50}{space 3}0.002{col 58}{space 4} .1451565{col 71}{space 3} .6202065
{txt}{space 12}581  {c |}{col 18}{res}{space 2} .2398563{col 30}{space 2} .0971221{col 41}{space 1}    2.47{col 50}{space 3}0.014{col 58}{space 4} .0495006{col 71}{space 3}  .430212
{txt}{space 12}590  {c |}{col 18}{res}{space 2}-.0030751{col 30}{space 2} .0498232{col 41}{space 1}   -0.06{col 50}{space 3}0.951{col 58}{space 4}-.1007268{col 71}{space 3} .0945767
{txt}{space 12}625  {c |}{col 18}{res}{space 2} .0682606{col 30}{space 2} .1348605{col 41}{space 1}    0.51{col 50}{space 3}0.613{col 58}{space 4}-.1960611{col 71}{space 3} .3325823
{txt}{space 12}640  {c |}{col 18}{res}{space 2}-.0290655{col 30}{space 2}  .044333{col 41}{space 1}   -0.66{col 50}{space 3}0.512{col 58}{space 4}-.1159566{col 71}{space 3} .0578256
{txt}{space 12}666  {c |}{col 18}{res}{space 2}-.2630226{col 30}{space 2} .0813656{col 41}{space 1}   -3.23{col 50}{space 3}0.001{col 58}{space 4}-.4224962{col 71}{space 3} -.103549
{txt}{space 12}703  {c |}{col 18}{res}{space 2} .2834858{col 30}{space 2} .0944797{col 41}{space 1}    3.00{col 50}{space 3}0.003{col 58}{space 4}  .098309{col 71}{space 3} .4686626
{txt}{space 12}712  {c |}{col 18}{res}{space 2}  .242641{col 30}{space 2} .1025901{col 41}{space 1}    2.37{col 50}{space 3}0.018{col 58}{space 4} .0415682{col 71}{space 3} .4437139
{txt}{space 12}713  {c |}{col 18}{res}{space 2} .1569184{col 30}{space 2} .0839246{col 41}{space 1}    1.87{col 50}{space 3}0.062{col 58}{space 4}-.0075708{col 71}{space 3} .3214077
{txt}{space 12}732  {c |}{col 18}{res}{space 2} .1808788{col 30}{space 2} .0543098{col 41}{space 1}    3.33{col 50}{space 3}0.001{col 58}{space 4} .0744335{col 71}{space 3}  .287324
{txt}{space 12}750  {c |}{col 18}{res}{space 2} .0718478{col 30}{space 2} .0858652{col 41}{space 1}    0.84{col 50}{space 3}0.403{col 58}{space 4}-.0964449{col 71}{space 3} .2401406
{txt}{space 12}770  {c |}{col 18}{res}{space 2} .1242821{col 30}{space 2} .0755718{col 41}{space 1}    1.64{col 50}{space 3}0.100{col 58}{space 4} -.023836{col 71}{space 3} .2724001
{txt}{space 12}771  {c |}{col 18}{res}{space 2} .0508228{col 30}{space 2}  .095603{col 41}{space 1}    0.53{col 50}{space 3}0.595{col 58}{space 4}-.1365557{col 71}{space 3} .2382012
{txt}{space 12}780  {c |}{col 18}{res}{space 2} .1366482{col 30}{space 2} .0754764{col 41}{space 1}    1.81{col 50}{space 3}0.070{col 58}{space 4}-.0112829{col 71}{space 3} .2845792
{txt}{space 12}790  {c |}{col 18}{res}{space 2} .1210533{col 30}{space 2}  .122708{col 41}{space 1}    0.99{col 50}{space 3}0.324{col 58}{space 4}  -.11945{col 71}{space 3} .3615566
{txt}{space 12}800  {c |}{col 18}{res}{space 2}-.0220672{col 30}{space 2} .0534708{col 41}{space 1}   -0.41{col 50}{space 3}0.680{col 58}{space 4} -.126868{col 71}{space 3} .0827335
{txt}{space 12}840  {c |}{col 18}{res}{space 2} .2363813{col 30}{space 2} .1073637{col 41}{space 1}    2.20{col 50}{space 3}0.028{col 58}{space 4} .0259523{col 71}{space 3} .4468103
{txt}{space 12}850  {c |}{col 18}{res}{space 2} .0768338{col 30}{space 2} .0681421{col 41}{space 1}    1.13{col 50}{space 3}0.260{col 58}{space 4}-.0567223{col 71}{space 3} .2103899
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.7889326{col 30}{space 2} .4534986{col 41}{space 1}   -1.74{col 50}{space 3}0.082{col 58}{space 4}-1.677774{col 71}{space 3} .0999083
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  21.553
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  16.280
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  20.412
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{help ivreg2##overidtests:Hansen J statistic} (overidentification test of all instruments):{res}{col 71}   0.000
{txt}{col 50}(equation exactly identified)
{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal 1976.year 1977.year 1978.year
{col 23}1979.year 1980.year 1981.year 1982.year 1983.year
{col 23}1984.year 1985.year 1986.year 1987.year 1988.year
{col 23}1989.year 1990.year 1991.year 1992.year 1993.year
{col 23}1994.year 1995.year 1996.year 1997.year 1998.year
{col 23}1999.year 2000.year 2001.year 2002.year 2003.year
{col 23}2004.year 2005.year 2006.year 2007.year 2008.year
{col 23}2009.year 2010.year 2011.year 2012.year 2013.year
{col 23}2014.year 51.ccode 70.ccode 90.ccode 91.ccode 92.ccode
{col 23}93.ccode 94.ccode 95.ccode 100.ccode 101.ccode 130.ccode
{col 23}135.ccode 140.ccode 145.ccode 150.ccode 155.ccode
{col 23}160.ccode 165.ccode 290.ccode 310.ccode 316.ccode
{col 23}317.ccode 339.ccode 343.ccode 344.ccode 346.ccode
{col 23}349.ccode 355.ccode 359.ccode 360.ccode 366.ccode
{col 23}367.ccode 368.ccode 369.ccode 371.ccode 402.ccode
{col 23}404.ccode 432.ccode 433.ccode 434.ccode 436.ccode
{col 23}450.ccode 451.ccode 452.ccode 475.ccode 482.ccode
{col 23}484.ccode 500.ccode 501.ccode 516.ccode 553.ccode
{col 23}580.ccode 581.ccode 590.ccode 625.ccode 640.ccode
{col 23}666.ccode 703.ccode 712.ccode 713.ccode 732.ccode
{col 23}750.ccode 770.ccode 771.ccode 780.ccode 790.ccode
{col 23}800.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. est store fariss
{txt}
{com}. qui tab ccode if e(sample)
{txt}
{com}. di r(r)
{res}70
{txt}
{com}. * Table A7 column 2 *
. ivreg2 v2x_clphy l1.v2x_clphy imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1) e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode if year>1974 & year<2015 & advanced==0, robust 
{txt}Warning: time variable {res}year{txt} has {res}15{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    1563
{txt}{col 55}F(116,  1446) = {res}  964.89
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 72.88627281{txt}{col 55}Centered R2   = {res}  0.9555
{txt}Total (uncentered) SS   = {res} 913.8407219{txt}{col 55}Uncentered R2 = {res}  0.9964
{txt}Residual SS             = {res} 3.247082762{txt}{col 55}Root MSE      = {res}  .04558

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}       v2x_clphy{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.0269241{col 30}{space 2} .0252145{col 41}{space 1}   -1.07{col 50}{space 3}0.286{col 58}{space 4}-.0763437{col 71}{space 3} .0224954
{txt}{space 16} {c |}
{space 7}v2x_clphy {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .6868319{col 30}{space 2} .0459109{col 41}{space 1}   14.96{col 50}{space 3}0.000{col 58}{space 4} .5968483{col 71}{space 3} .7768156
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0471711{col 30}{space 2} .0296476{col 41}{space 1}    1.59{col 50}{space 3}0.112{col 58}{space 4}-.0109371{col 71}{space 3} .1052794
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2}-.0006635{col 30}{space 2} .0148915{col 41}{space 1}   -0.04{col 50}{space 3}0.964{col 58}{space 4}-.0298503{col 71}{space 3} .0285233
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .1692212{col 30}{space 2} .0349139{col 41}{space 1}    4.85{col 50}{space 3}0.000{col 58}{space 4} .1007913{col 71}{space 3} .2376512
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0026398{col 30}{space 2} .0046369{col 41}{space 1}   -0.57{col 50}{space 3}0.569{col 58}{space 4}-.0117279{col 71}{space 3} .0064484
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0125372{col 30}{space 2} .0025377{col 41}{space 1}   -4.94{col 50}{space 3}0.000{col 58}{space 4}-.0175109{col 71}{space 3}-.0075634
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1976  {c |}{col 18}{res}{space 2}  .006317{col 30}{space 2} .0219178{col 41}{space 1}    0.29{col 50}{space 3}0.773{col 58}{space 4}-.0366412{col 71}{space 3} .0492751
{txt}{space 11}1977  {c |}{col 18}{res}{space 2} .0291593{col 30}{space 2} .0247776{col 41}{space 1}    1.18{col 50}{space 3}0.239{col 58}{space 4} -.019404{col 71}{space 3} .0777225
{txt}{space 11}1978  {c |}{col 18}{res}{space 2} .0057702{col 30}{space 2} .0299725{col 41}{space 1}    0.19{col 50}{space 3}0.847{col 58}{space 4}-.0529748{col 71}{space 3} .0645151
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0894597{col 30}{space 2} .0564111{col 41}{space 1}    1.59{col 50}{space 3}0.113{col 58}{space 4} -.021104{col 71}{space 3} .2000234
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0581266{col 30}{space 2}   .02625{col 41}{space 1}    2.21{col 50}{space 3}0.027{col 58}{space 4} .0066775{col 71}{space 3} .1095758
{txt}{space 11}1981  {c |}{col 18}{res}{space 2}  .041102{col 30}{space 2} .0208158{col 41}{space 1}    1.97{col 50}{space 3}0.048{col 58}{space 4} .0003038{col 71}{space 3} .0819002
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0360114{col 30}{space 2} .0190378{col 41}{space 1}    1.89{col 50}{space 3}0.059{col 58}{space 4} -.001302{col 71}{space 3} .0733248
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0644746{col 30}{space 2} .0229609{col 41}{space 1}    2.81{col 50}{space 3}0.005{col 58}{space 4} .0194721{col 71}{space 3} .1094771
{txt}{space 11}1984  {c |}{col 18}{res}{space 2}  .012347{col 30}{space 2} .0220328{col 41}{space 1}    0.56{col 50}{space 3}0.575{col 58}{space 4}-.0308364{col 71}{space 3} .0555305
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0330161{col 30}{space 2} .0260581{col 41}{space 1}    1.27{col 50}{space 3}0.205{col 58}{space 4}-.0180568{col 71}{space 3}  .084089
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .0430865{col 30}{space 2}   .02556{col 41}{space 1}    1.69{col 50}{space 3}0.092{col 58}{space 4}-.0070101{col 71}{space 3} .0931832
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0315823{col 30}{space 2} .0209733{col 41}{space 1}    1.51{col 50}{space 3}0.132{col 58}{space 4}-.0095246{col 71}{space 3} .0726891
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .0268599{col 30}{space 2} .0206219{col 41}{space 1}    1.30{col 50}{space 3}0.193{col 58}{space 4}-.0135583{col 71}{space 3} .0672781
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0367563{col 30}{space 2} .0203933{col 41}{space 1}    1.80{col 50}{space 3}0.071{col 58}{space 4}-.0032138{col 71}{space 3} .0767263
{txt}{space 11}1990  {c |}{col 18}{res}{space 2} .0911634{col 30}{space 2} .0287395{col 41}{space 1}    3.17{col 50}{space 3}0.002{col 58}{space 4}  .034835{col 71}{space 3} .1474917
{txt}{space 11}1991  {c |}{col 18}{res}{space 2} .0540836{col 30}{space 2} .0185236{col 41}{space 1}    2.92{col 50}{space 3}0.004{col 58}{space 4}  .017778{col 71}{space 3} .0903892
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0687209{col 30}{space 2} .0198094{col 41}{space 1}    3.47{col 50}{space 3}0.001{col 58}{space 4} .0298951{col 71}{space 3} .1075467
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0557022{col 30}{space 2} .0185255{col 41}{space 1}    3.01{col 50}{space 3}0.003{col 58}{space 4} .0193929{col 71}{space 3} .0920114
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0512715{col 30}{space 2} .0175544{col 41}{space 1}    2.92{col 50}{space 3}0.003{col 58}{space 4} .0168655{col 71}{space 3} .0856775
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0535115{col 30}{space 2} .0171242{col 41}{space 1}    3.12{col 50}{space 3}0.002{col 58}{space 4} .0199486{col 71}{space 3} .0870743
{txt}{space 11}1996  {c |}{col 18}{res}{space 2}  .044702{col 30}{space 2} .0167518{col 41}{space 1}    2.67{col 50}{space 3}0.008{col 58}{space 4} .0118691{col 71}{space 3}  .077535
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0441085{col 30}{space 2}  .016833{col 41}{space 1}    2.62{col 50}{space 3}0.009{col 58}{space 4} .0111163{col 71}{space 3} .0771006
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0377102{col 30}{space 2} .0165655{col 41}{space 1}    2.28{col 50}{space 3}0.023{col 58}{space 4} .0052425{col 71}{space 3} .0701779
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .0432123{col 30}{space 2} .0165895{col 41}{space 1}    2.60{col 50}{space 3}0.009{col 58}{space 4} .0106975{col 71}{space 3}  .075727
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .0516189{col 30}{space 2} .0169898{col 41}{space 1}    3.04{col 50}{space 3}0.002{col 58}{space 4} .0183195{col 71}{space 3} .0849184
{txt}{space 11}2001  {c |}{col 18}{res}{space 2} .0435451{col 30}{space 2} .0168564{col 41}{space 1}    2.58{col 50}{space 3}0.010{col 58}{space 4} .0105072{col 71}{space 3} .0765831
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .0483556{col 30}{space 2} .0183933{col 41}{space 1}    2.63{col 50}{space 3}0.009{col 58}{space 4} .0123054{col 71}{space 3} .0844057
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .0524173{col 30}{space 2} .0177504{col 41}{space 1}    2.95{col 50}{space 3}0.003{col 58}{space 4} .0176271{col 71}{space 3} .0872074
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .0453694{col 30}{space 2} .0175286{col 41}{space 1}    2.59{col 50}{space 3}0.010{col 58}{space 4} .0110139{col 71}{space 3} .0797249
{txt}{space 11}2005  {c |}{col 18}{res}{space 2} .0532208{col 30}{space 2} .0175193{col 41}{space 1}    3.04{col 50}{space 3}0.002{col 58}{space 4} .0188837{col 71}{space 3} .0875579
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} .0474238{col 30}{space 2} .0175488{col 41}{space 1}    2.70{col 50}{space 3}0.007{col 58}{space 4} .0130287{col 71}{space 3} .0818188
{txt}{space 11}2007  {c |}{col 18}{res}{space 2} .0443927{col 30}{space 2} .0174399{col 41}{space 1}    2.55{col 50}{space 3}0.011{col 58}{space 4} .0102111{col 71}{space 3} .0785742
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .0463172{col 30}{space 2} .0177202{col 41}{space 1}    2.61{col 50}{space 3}0.009{col 58}{space 4} .0115862{col 71}{space 3} .0810482
{txt}{space 11}2009  {c |}{col 18}{res}{space 2} .0539172{col 30}{space 2} .0191504{col 41}{space 1}    2.82{col 50}{space 3}0.005{col 58}{space 4} .0163831{col 71}{space 3} .0914514
{txt}{space 11}2010  {c |}{col 18}{res}{space 2}  .058623{col 30}{space 2} .0188907{col 41}{space 1}    3.10{col 50}{space 3}0.002{col 58}{space 4} .0215979{col 71}{space 3} .0956482
{txt}{space 11}2011  {c |}{col 18}{res}{space 2} .0525997{col 30}{space 2} .0188458{col 41}{space 1}    2.79{col 50}{space 3}0.005{col 58}{space 4} .0156627{col 71}{space 3} .0895368
{txt}{space 11}2012  {c |}{col 18}{res}{space 2} .0481775{col 30}{space 2} .0186362{col 41}{space 1}    2.59{col 50}{space 3}0.010{col 58}{space 4} .0116513{col 71}{space 3} .0847037
{txt}{space 11}2013  {c |}{col 18}{res}{space 2} .0468903{col 30}{space 2} .0196974{col 41}{space 1}    2.38{col 50}{space 3}0.017{col 58}{space 4} .0082841{col 71}{space 3} .0854965
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0419936{col 30}{space 2}   .01902{col 41}{space 1}    2.21{col 50}{space 3}0.027{col 58}{space 4} .0047151{col 71}{space 3} .0792721
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}51  {c |}{col 18}{res}{space 2} .0125107{col 30}{space 2}  .016573{col 41}{space 1}    0.75{col 50}{space 3}0.450{col 58}{space 4}-.0199717{col 71}{space 3} .0449931
{txt}{space 13}70  {c |}{col 18}{res}{space 2}-.0087137{col 30}{space 2} .0194144{col 41}{space 1}   -0.45{col 50}{space 3}0.654{col 58}{space 4}-.0467653{col 71}{space 3} .0293379
{txt}{space 13}90  {c |}{col 18}{res}{space 2} .0069397{col 30}{space 2} .0265292{col 41}{space 1}    0.26{col 50}{space 3}0.794{col 58}{space 4}-.0450565{col 71}{space 3} .0589359
{txt}{space 13}91  {c |}{col 18}{res}{space 2} -.013351{col 30}{space 2}  .027247{col 41}{space 1}   -0.49{col 50}{space 3}0.624{col 58}{space 4}-.0667542{col 71}{space 3} .0400522
{txt}{space 13}92  {c |}{col 18}{res}{space 2} .0599825{col 30}{space 2} .0242757{col 41}{space 1}    2.47{col 50}{space 3}0.013{col 58}{space 4} .0124029{col 71}{space 3}  .107562
{txt}{space 13}93  {c |}{col 18}{res}{space 2} .0138436{col 30}{space 2} .0235946{col 41}{space 1}    0.59{col 50}{space 3}0.557{col 58}{space 4} -.032401{col 71}{space 3} .0600883
{txt}{space 13}94  {c |}{col 18}{res}{space 2} .0052882{col 30}{space 2} .0156684{col 41}{space 1}    0.34{col 50}{space 3}0.736{col 58}{space 4}-.0254213{col 71}{space 3} .0359977
{txt}{space 13}95  {c |}{col 18}{res}{space 2} .0318504{col 30}{space 2} .0322643{col 41}{space 1}    0.99{col 50}{space 3}0.324{col 58}{space 4}-.0313865{col 71}{space 3} .0950872
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{txt}{space 12}101  {c |}{col 18}{res}{space 2} .0167537{col 30}{space 2} .0140067{col 41}{space 1}    1.20{col 50}{space 3}0.232{col 58}{space 4}-.0106991{col 71}{space 3} .0442064
{txt}{space 12}130  {c |}{col 18}{res}{space 2}  .038444{col 30}{space 2} .0249331{col 41}{space 1}    1.54{col 50}{space 3}0.123{col 58}{space 4} -.010424{col 71}{space 3}  .087312
{txt}{space 12}135  {c |}{col 18}{res}{space 2}-.0217205{col 30}{space 2} .0257566{col 41}{space 1}   -0.84{col 50}{space 3}0.399{col 58}{space 4}-.0722025{col 71}{space 3} .0287614
{txt}{space 12}140  {c |}{col 18}{res}{space 2}-.0357897{col 30}{space 2} .0200397{col 41}{space 1}   -1.79{col 50}{space 3}0.074{col 58}{space 4}-.0750669{col 71}{space 3} .0034874
{txt}{space 12}145  {c |}{col 18}{res}{space 2}  .055208{col 30}{space 2} .0266761{col 41}{space 1}    2.07{col 50}{space 3}0.038{col 58}{space 4} .0029237{col 71}{space 3} .1074923
{txt}{space 12}150  {c |}{col 18}{res}{space 2} .0498754{col 30}{space 2} .0207991{col 41}{space 1}    2.40{col 50}{space 3}0.016{col 58}{space 4} .0091099{col 71}{space 3} .0906409
{txt}{space 12}155  {c |}{col 18}{res}{space 2} .0079551{col 30}{space 2} .0201814{col 41}{space 1}    0.39{col 50}{space 3}0.693{col 58}{space 4}-.0315998{col 71}{space 3}   .04751
{txt}{space 12}160  {c |}{col 18}{res}{space 2} .0219633{col 30}{space 2} .0133579{col 41}{space 1}    1.64{col 50}{space 3}0.100{col 58}{space 4}-.0042178{col 71}{space 3} .0481444
{txt}{space 12}165  {c |}{col 18}{res}{space 2}-.0104937{col 30}{space 2} .0218585{col 41}{space 1}   -0.48{col 50}{space 3}0.631{col 58}{space 4}-.0533355{col 71}{space 3} .0323481
{txt}{space 12}290  {c |}{col 18}{res}{space 2} .0100481{col 30}{space 2} .0139937{col 41}{space 1}    0.72{col 50}{space 3}0.473{col 58}{space 4}-.0173791{col 71}{space 3} .0374753
{txt}{space 12}310  {c |}{col 18}{res}{space 2} .0060762{col 30}{space 2} .0137891{col 41}{space 1}    0.44{col 50}{space 3}0.659{col 58}{space 4}  -.02095{col 71}{space 3} .0331024
{txt}{space 12}316  {c |}{col 18}{res}{space 2} .0053493{col 30}{space 2} .0158472{col 41}{space 1}    0.34{col 50}{space 3}0.736{col 58}{space 4}-.0257106{col 71}{space 3} .0364092
{txt}{space 12}317  {c |}{col 18}{res}{space 2}-.0019941{col 30}{space 2} .0151139{col 41}{space 1}   -0.13{col 50}{space 3}0.895{col 58}{space 4}-.0316168{col 71}{space 3} .0276286
{txt}{space 12}339  {c |}{col 18}{res}{space 2}-.0154474{col 30}{space 2} .0183354{col 41}{space 1}   -0.84{col 50}{space 3}0.400{col 58}{space 4}-.0513841{col 71}{space 3} .0204893
{txt}{space 12}342  {c |}{col 18}{res}{space 2} .0186503{col 30}{space 2}  .015067{col 41}{space 1}    1.24{col 50}{space 3}0.216{col 58}{space 4}-.0108805{col 71}{space 3} .0481811
{txt}{space 12}343  {c |}{col 18}{res}{space 2}-.0043157{col 30}{space 2} .0156752{col 41}{space 1}   -0.28{col 50}{space 3}0.783{col 58}{space 4}-.0350386{col 71}{space 3} .0264072
{txt}{space 12}344  {c |}{col 18}{res}{space 2} .0143746{col 30}{space 2} .0146639{col 41}{space 1}    0.98{col 50}{space 3}0.327{col 58}{space 4} -.014366{col 71}{space 3} .0431153
{txt}{space 12}346  {c |}{col 18}{res}{space 2}  .032343{col 30}{space 2}  .021639{col 41}{space 1}    1.49{col 50}{space 3}0.135{col 58}{space 4}-.0100686{col 71}{space 3} .0747546
{txt}{space 12}349  {c |}{col 18}{res}{space 2} .0052203{col 30}{space 2} .0163302{col 41}{space 1}    0.32{col 50}{space 3}0.749{col 58}{space 4}-.0267862{col 71}{space 3} .0372269
{txt}{space 12}355  {c |}{col 18}{res}{space 2}-.0037554{col 30}{space 2} .0206576{col 41}{space 1}   -0.18{col 50}{space 3}0.856{col 58}{space 4}-.0442436{col 71}{space 3} .0367328
{txt}{space 12}359  {c |}{col 18}{res}{space 2}-.0289478{col 30}{space 2} .0268668{col 41}{space 1}   -1.08{col 50}{space 3}0.281{col 58}{space 4}-.0816058{col 71}{space 3} .0237102
{txt}{space 12}360  {c |}{col 18}{res}{space 2} .0220593{col 30}{space 2} .0128722{col 41}{space 1}    1.71{col 50}{space 3}0.087{col 58}{space 4}-.0031698{col 71}{space 3} .0472884
{txt}{space 12}366  {c |}{col 18}{res}{space 2}-.0027729{col 30}{space 2} .0161538{col 41}{space 1}   -0.17{col 50}{space 3}0.864{col 58}{space 4}-.0344338{col 71}{space 3}  .028888
{txt}{space 12}367  {c |}{col 18}{res}{space 2}-.0063404{col 30}{space 2} .0149829{col 41}{space 1}   -0.42{col 50}{space 3}0.672{col 58}{space 4}-.0357063{col 71}{space 3} .0230256
{txt}{space 12}368  {c |}{col 18}{res}{space 2}-.0114654{col 30}{space 2} .0186617{col 41}{space 1}   -0.61{col 50}{space 3}0.539{col 58}{space 4}-.0480417{col 71}{space 3} .0251109
{txt}{space 12}369  {c |}{col 18}{res}{space 2}-.0479957{col 30}{space 2} .0203525{col 41}{space 1}   -2.36{col 50}{space 3}0.018{col 58}{space 4}-.0878858{col 71}{space 3}-.0081056
{txt}{space 12}371  {c |}{col 18}{res}{space 2}-.0413576{col 30}{space 2} .0227159{col 41}{space 1}   -1.82{col 50}{space 3}0.069{col 58}{space 4}-.0858799{col 71}{space 3} .0031647
{txt}{space 12}402  {c |}{col 18}{res}{space 2} .0200011{col 30}{space 2} .0239288{col 41}{space 1}    0.84{col 50}{space 3}0.403{col 58}{space 4}-.0268984{col 71}{space 3} .0669006
{txt}{space 12}404  {c |}{col 18}{res}{space 2}-.0599328{col 30}{space 2}  .042803{col 41}{space 1}   -1.40{col 50}{space 3}0.161{col 58}{space 4}-.1438252{col 71}{space 3} .0239596
{txt}{space 12}432  {c |}{col 18}{res}{space 2}-.0161708{col 30}{space 2} .0327774{col 41}{space 1}   -0.49{col 50}{space 3}0.622{col 58}{space 4}-.0804134{col 71}{space 3} .0480718
{txt}{space 12}433  {c |}{col 18}{res}{space 2}-.0088788{col 30}{space 2} .0291961{col 41}{space 1}   -0.30{col 50}{space 3}0.761{col 58}{space 4}-.0661021{col 71}{space 3} .0483444
{txt}{space 12}434  {c |}{col 18}{res}{space 2}-.0062245{col 30}{space 2} .0236522{col 41}{space 1}   -0.26{col 50}{space 3}0.792{col 58}{space 4}-.0525821{col 71}{space 3}  .040133
{txt}{space 12}436  {c |}{col 18}{res}{space 2}  -.01768{col 30}{space 2} .0346644{col 41}{space 1}   -0.51{col 50}{space 3}0.610{col 58}{space 4}-.0856209{col 71}{space 3} .0502609
{txt}{space 12}450  {c |}{col 18}{res}{space 2} .0009833{col 30}{space 2}  .037236{col 41}{space 1}    0.03{col 50}{space 3}0.979{col 58}{space 4}-.0719978{col 71}{space 3} .0739645
{txt}{space 12}451  {c |}{col 18}{res}{space 2}   .04864{col 30}{space 2} .0465832{col 41}{space 1}    1.04{col 50}{space 3}0.296{col 58}{space 4}-.0426614{col 71}{space 3} .1399414
{txt}{space 12}452  {c |}{col 18}{res}{space 2} .0231944{col 30}{space 2} .0284974{col 41}{space 1}    0.81{col 50}{space 3}0.416{col 58}{space 4}-.0326595{col 71}{space 3} .0790483
{txt}{space 12}475  {c |}{col 18}{res}{space 2}-.0918189{col 30}{space 2} .0290438{col 41}{space 1}   -3.16{col 50}{space 3}0.002{col 58}{space 4}-.1487436{col 71}{space 3}-.0348941
{txt}{space 12}482  {c |}{col 18}{res}{space 2}-.0233709{col 30}{space 2} .0334176{col 41}{space 1}   -0.70{col 50}{space 3}0.484{col 58}{space 4}-.0888682{col 71}{space 3} .0421264
{txt}{space 12}484  {c |}{col 18}{res}{space 2}-.0626004{col 30}{space 2} .0304225{col 41}{space 1}   -2.06{col 50}{space 3}0.040{col 58}{space 4}-.1222274{col 71}{space 3}-.0029735
{txt}{space 12}500  {c |}{col 18}{res}{space 2} -.140626{col 30}{space 2} .0341574{col 41}{space 1}   -4.12{col 50}{space 3}0.000{col 58}{space 4}-.2075732{col 71}{space 3}-.0736787
{txt}{space 12}501  {c |}{col 18}{res}{space 2}-.0600956{col 30}{space 2} .0377762{col 41}{space 1}   -1.59{col 50}{space 3}0.112{col 58}{space 4}-.1341357{col 71}{space 3} .0139444
{txt}{space 12}516  {c |}{col 18}{res}{space 2}-.1389411{col 30}{space 2}  .040103{col 41}{space 1}   -3.46{col 50}{space 3}0.001{col 58}{space 4}-.2175415{col 71}{space 3}-.0603407
{txt}{space 12}553  {c |}{col 18}{res}{space 2}-.0738181{col 30}{space 2} .0441314{col 41}{space 1}   -1.67{col 50}{space 3}0.094{col 58}{space 4} -.160314{col 71}{space 3} .0126778
{txt}{space 12}580  {c |}{col 18}{res}{space 2} .0375708{col 30}{space 2} .0433567{col 41}{space 1}    0.87{col 50}{space 3}0.386{col 58}{space 4}-.0474069{col 71}{space 3} .1225484
{txt}{space 12}581  {c |}{col 18}{res}{space 2} .0223005{col 30}{space 2} .0275442{col 41}{space 1}    0.81{col 50}{space 3}0.418{col 58}{space 4}-.0316851{col 71}{space 3}  .076286
{txt}{space 12}590  {c |}{col 18}{res}{space 2} .0136206{col 30}{space 2} .0153322{col 41}{space 1}    0.89{col 50}{space 3}0.374{col 58}{space 4}  -.01643{col 71}{space 3} .0436713
{txt}{space 12}625  {c |}{col 18}{res}{space 2}-.0032778{col 30}{space 2}  .071607{col 41}{space 1}   -0.05{col 50}{space 3}0.963{col 58}{space 4} -.143625{col 71}{space 3} .1370694
{txt}{space 12}640  {c |}{col 18}{res}{space 2}-.0349146{col 30}{space 2} .0206316{col 41}{space 1}   -1.69{col 50}{space 3}0.091{col 58}{space 4}-.0753519{col 71}{space 3} .0055227
{txt}{space 12}666  {c |}{col 18}{res}{space 2}  .016462{col 30}{space 2} .0225129{col 41}{space 1}    0.73{col 50}{space 3}0.465{col 58}{space 4}-.0276625{col 71}{space 3} .0605866
{txt}{space 12}703  {c |}{col 18}{res}{space 2}-.0940099{col 30}{space 2} .0313672{col 41}{space 1}   -3.00{col 50}{space 3}0.003{col 58}{space 4}-.1554884{col 71}{space 3}-.0325314
{txt}{space 12}712  {c |}{col 18}{res}{space 2}-.0093442{col 30}{space 2} .0293496{col 41}{space 1}   -0.32{col 50}{space 3}0.750{col 58}{space 4}-.0668684{col 71}{space 3} .0481801
{txt}{space 12}713  {c |}{col 18}{res}{space 2}  .014232{col 30}{space 2} .0213978{col 41}{space 1}    0.67{col 50}{space 3}0.506{col 58}{space 4} -.027707{col 71}{space 3}  .056171
{txt}{space 12}732  {c |}{col 18}{res}{space 2}-.0193634{col 30}{space 2} .0180737{col 41}{space 1}   -1.07{col 50}{space 3}0.284{col 58}{space 4}-.0547872{col 71}{space 3} .0160605
{txt}{space 12}750  {c |}{col 18}{res}{space 2} .0622463{col 30}{space 2} .0349301{col 41}{space 1}    1.78{col 50}{space 3}0.075{col 58}{space 4}-.0062156{col 71}{space 3} .1307081
{txt}{space 12}770  {c |}{col 18}{res}{space 2}-.0408089{col 30}{space 2} .0320324{col 41}{space 1}   -1.27{col 50}{space 3}0.203{col 58}{space 4}-.1035911{col 71}{space 3} .0219734
{txt}{space 12}771  {c |}{col 18}{res}{space 2}-.0811347{col 30}{space 2} .0353021{col 41}{space 1}   -2.30{col 50}{space 3}0.022{col 58}{space 4}-.1503255{col 71}{space 3}-.0119439
{txt}{space 12}780  {c |}{col 18}{res}{space 2}-.0218118{col 30}{space 2}  .025715{col 41}{space 1}   -0.85{col 50}{space 3}0.396{col 58}{space 4}-.0722122{col 71}{space 3} .0285886
{txt}{space 12}790  {c |}{col 18}{res}{space 2}-.0334636{col 30}{space 2} .0372544{col 41}{space 1}   -0.90{col 50}{space 3}0.369{col 58}{space 4}-.1064809{col 71}{space 3} .0395537
{txt}{space 12}800  {c |}{col 18}{res}{space 2}-.0232329{col 30}{space 2}  .022399{col 41}{space 1}   -1.04{col 50}{space 3}0.300{col 58}{space 4}-.0671341{col 71}{space 3} .0206684
{txt}{space 12}840  {c |}{col 18}{res}{space 2}-.0257834{col 30}{space 2} .0343644{col 41}{space 1}   -0.75{col 50}{space 3}0.453{col 58}{space 4}-.0931364{col 71}{space 3} .0415695
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.0158465{col 30}{space 2} .0225907{col 41}{space 1}   -0.70{col 50}{space 3}0.483{col 58}{space 4}-.0601235{col 71}{space 3} .0284305
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2} .0794461{col 30}{space 2} .1391579{col 41}{space 1}    0.57{col 50}{space 3}0.568{col 58}{space 4}-.1932984{col 71}{space 3} .3521905
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  25.753
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  19.811
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  24.455
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{help ivreg2##overidtests:Hansen J statistic} (overidentification test of all instruments):{res}{col 71}   0.000
{txt}{col 50}(equation exactly identified)
{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.v2x_clphy imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal 1976.year 1977.year 1978.year
{col 23}1979.year 1980.year 1981.year 1982.year 1983.year
{col 23}1984.year 1985.year 1986.year 1987.year 1988.year
{col 23}1989.year 1990.year 1991.year 1992.year 1993.year
{col 23}1994.year 1995.year 1996.year 1997.year 1998.year
{col 23}1999.year 2000.year 2001.year 2002.year 2003.year
{col 23}2004.year 2005.year 2006.year 2007.year 2008.year
{col 23}2009.year 2010.year 2011.year 2012.year 2013.year
{col 23}2014.year 51.ccode 70.ccode 90.ccode 91.ccode 92.ccode
{col 23}93.ccode 94.ccode 95.ccode 100.ccode 101.ccode 130.ccode
{col 23}135.ccode 140.ccode 145.ccode 150.ccode 155.ccode
{col 23}160.ccode 165.ccode 290.ccode 310.ccode 316.ccode
{col 23}317.ccode 339.ccode 342.ccode 343.ccode 344.ccode
{col 23}346.ccode 349.ccode 355.ccode 359.ccode 360.ccode
{col 23}366.ccode 367.ccode 368.ccode 369.ccode 371.ccode
{col 23}402.ccode 404.ccode 432.ccode 433.ccode 434.ccode
{col 23}436.ccode 450.ccode 451.ccode 452.ccode 475.ccode
{col 23}482.ccode 484.ccode 500.ccode 501.ccode 516.ccode
{col 23}553.ccode 580.ccode 581.ccode 590.ccode 625.ccode
{col 23}640.ccode 666.ccode 703.ccode 712.ccode 713.ccode
{col 23}732.ccode 750.ccode 770.ccode 771.ccode 780.ccode
{col 23}790.ccode 800.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. est store vdem
{txt}
{com}. qui tab ccode if e(sample)
{txt}
{com}. di r(r)
{res}71
{txt}
{com}. 
. * Tables A3 and A4 (descriptive stats and pairwise correlations for developing democracies sample) *
. qui ivreg2 theta_mean l1.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1) e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode if year>1974 & year<2015 & advanced==0, robust   
{txt}
{com}. sum theta_mean v2x_clphy imf_maxlog_liquidity_1 imf_movingavg1  e_migdppcln v2xcl_acjst v2exl_legitideol actotal if e(sample)  

{txt}    Variable {c |}        Obs        Mean    Std. Dev.       Min        Max
{hline 13}{c +}{hline 57}
{space 2}theta_mean {c |}{res}      1,551   -.0319099    1.296318    -3.1367    3.08861
{txt}{space 3}v2x_clphy {c |}{res}      1,551    .7318736    .2160299       .067       .975
{txt}imf_maxlog~1 {c |}{res}      1,551    2.718402    1.437892          0    6.58339
{txt}imf_moving~1 {c |}{res}      1,551    .4918649    .2477117          0          1
{txt}{space 1}e_migdppcln {c |}{res}      1,551    8.689156    .9375459      6.545     10.636
{txt}{hline 13}{c +}{hline 57}
{space 1}v2xcl_acjst {c |}{res}      1,551    .6750522    .2227415        .02       .971
{txt}v2exl_legi~l {c |}{res}      1,551   -.7106551    1.092524      -2.72      2.052
{txt}{space 5}actotal {c |}{res}      1,551    .8123791    1.774443          0         10
{txt}
{com}. corr theta_mean imf_maxlog_liquidity_1 imf_movingavg1 e_migdppcln v2xcl_acjst v2exl_legitideol actotal if e(sample)  
{txt}(obs=1,551)

             {c |} theta_~n imf_ma~1 imf_mo~1 e_migd~n v2xcl_~t v2exl_~l  actotal
{hline 13}{c +}{hline 63}
  theta_mean {c |}{res}   1.0000
{txt}imf_maxlog~1 {c |}{res}   0.0823   1.0000
{txt}imf_moving~1 {c |}{res}   0.0380   0.9578   1.0000
 {txt}e_migdppcln {c |}{res}   0.3443  -0.1122  -0.1523   1.0000
 {txt}v2xcl_acjst {c |}{res}   0.5874  -0.0147  -0.0373   0.4246   1.0000
{txt}v2exl_legi~l {c |}{res}  -0.2795  -0.1043  -0.1098  -0.1183  -0.2934   1.0000
     {txt}actotal {c |}{res}  -0.6390  -0.1368  -0.1047  -0.1365  -0.3025   0.2039   1.0000

{txt}
{com}. 
. * Figure 3 in main paper *
. coefplot fariss vdem, keep(l1.theta_mean l1.v2x_clphy imfprogram_uu imf_movingavg1 e_migdppcln v2xcl_acjst v2exl_legitideol actotal) coeflabel(l1.theta_mean = "Lagged HR Measure" l1.v2x_clphy = "Lagged HR Measure" imfprogram_uu = "IMF Program Participation (Inst.)" imf_movingavg1 = "Moving IMF Program Partic. Avg." e_migdppcln = "Log  of Per Capita GDP"  v2xcl_acjst = "Access to Justice Index" v2exl_legitideol = "Ideological Commitment" actotal = "Magnitude of War Intensity") xline(0) xtitle(Coefficient and 95% Confidence Interval) xlab(-.6(.1).5) legend(off) ciopts(pstyle(p4)) mcolor(black black black black black black black) msize(small) mlabposition(1) mlabgap(*0.1) mlabel(cond(@pval<.01, "***",cond(@pval<.05, "**", cond(@pval<.1, "*",  cond(@pval<.15, "", ""))))) note(" * p < .1, ** p < .05, *** p < .01") scheme(s2mono) graphregion(fcolor(white) ilcolor(white) lcolor(white)) 
{res}{txt}
{com}. 
. clear 
{txt}
{com}. 
. *************************************************************************************************************************************
. ******** STATISTICAL ANALYSES OF PHYS. INTEGRITY RIGHTS-IMF PROGRAM PARTICIPATION LINK (ONLY AUTOCRATIC REGIMES) ********************
. *************************************************************************************************************************************
. 
. cd "/Users/stephennelson/Desktop/Aug24ISQReplication"
{res}/Users/stephennelson/Desktop/Aug24ISQReplication
{txt}
{com}. use "autocracies_IMFprograms_ISQ.dta"
{txt}
{com}. 
. set matsize 800
{txt}
{com}. tsset ccode year, yearly
{res}{txt}{col 8}panel variable:  {res}ccode (unbalanced)
{txt}{col 9}time variable:  {res}{col 25}year, 1972 to 2014, but with gaps
{txt}{col 17}delta:  {res}1 year
{txt}
{com}. 
. ***** Figure 2 (in main paper) *****
. gen imf_above_median = 1 if imf_avg_1970_2014>.377 & imf_avg_1970_2014 !=.
{txt}(1,865 missing values generated)

{com}. recode imf_above_median . = 0
{txt}(imf_above_median: 1865 changes made)

{com}. gen imf_below_median = 1 if imf_avg_1970_2014<.377 & imf_avg_1970_2014 !=.
{txt}(1,915 missing values generated)

{com}. recode imf_below_median . = 0
{txt}(imf_below_median: 1915 changes made)

{com}. gen imf_zero = 1 if imf_avg_1970_2014==0
{txt}(3,005 missing values generated)

{com}. egen theta_mean_zero = mean(theta_mean) if imf_zero==1, by(year)
{txt}(3005 missing values generated)

{com}. egen theta_mean_above = mean(theta_mean) if imf_above_median==1, by(year)
{txt}(1865 missing values generated)

{com}. egen theta_mean_below = mean(theta_mean) if imf_below_median==1, by(year)
{txt}(1915 missing values generated)

{com}. twoway (line theta_mean_above theta_mean_below theta_mean_zero year, yaxis(1) sort msymbol(d t p) connect (l l l) lwidth (medthin thin vthin) ytitle("Phys. Integrity Rights Avg.", axis(1)) xlab(1973(10)2013) xtitle("")) (line log_imf_liquidity_ratio year if ccode==41, yaxis(2) sort msymbol(-) connect (l) ytitle("IMF Liquidity Ratio", axis(2)) xlab(1973(10)2013) xtitle("") legend(cols(1) order(1 2 3 4) lab(1 "Phys. Integrity Rights Avg. (high IMF probability)") lab(2 "Phys. Integrity Rights Avg. (low IMF probability)") lab (3 "Phys. Integrity Rights Avg. (zero IMF probability)") lab (4 "IMF Liquidity") stack) scheme(s2mono) graphregion(fcolor(white) ilcolor(white) lcolor(white)))
{p 0 4 2}
{txt}(note:  named style
- not found in class
symbol,  default attributes used)
{p_end}
{res}{txt}
{com}. 
. ***** Table 1 (in main paper) *****
. * Col 1 *
. ivreg2 theta_mean l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}24{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2858
{txt}{col 55}F(152,  2705) = {res} 1255.21
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res}  3196.52061{txt}{col 55}Centered R2   = {res}  0.9639
{txt}Total (uncentered) SS   = {res} 5057.597112{txt}{col 55}Uncentered R2 = {res}  0.9772
{txt}Residual SS             = {res} 115.5084868{txt}{col 55}Root MSE      = {res}    .201

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.1568399{col 30}{space 2} .0747599{col 41}{space 1}   -2.10{col 50}{space 3}0.036{col 58}{space 4}-.3033665{col 71}{space 3}-.0103132
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8640132{col 30}{space 2} .0154916{col 41}{space 1}   55.77{col 50}{space 3}0.000{col 58}{space 4} .8336502{col 71}{space 3} .8943763
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0310538{col 30}{space 2} .0835046{col 41}{space 1}    0.37{col 50}{space 3}0.710{col 58}{space 4}-.1326122{col 71}{space 3} .1947197
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0037266{col 30}{space 2} .0186942{col 41}{space 1}    0.20{col 50}{space 3}0.842{col 58}{space 4}-.0329134{col 71}{space 3} .0403666
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2}   .37411{col 30}{space 2} .0990421{col 41}{space 1}    3.78{col 50}{space 3}0.000{col 58}{space 4} .1799911{col 71}{space 3} .5682289
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0197323{col 30}{space 2} .0096977{col 41}{space 1}   -2.03{col 50}{space 3}0.042{col 58}{space 4}-.0387395{col 71}{space 3}-.0007251
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0369422{col 30}{space 2} .0045078{col 41}{space 1}   -8.20{col 50}{space 3}0.000{col 58}{space 4}-.0457774{col 71}{space 3} -.028107
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1975  {c |}{col 18}{res}{space 2}-.0259967{col 30}{space 2} .0333916{col 41}{space 1}   -0.78{col 50}{space 3}0.436{col 58}{space 4} -.091443{col 71}{space 3} .0394496
{txt}{space 11}1976  {c |}{col 18}{res}{space 2}-.0435044{col 30}{space 2} .0405188{col 41}{space 1}   -1.07{col 50}{space 3}0.283{col 58}{space 4}-.1229198{col 71}{space 3}  .035911
{txt}{space 11}1977  {c |}{col 18}{res}{space 2}-.0278785{col 30}{space 2} .0392649{col 41}{space 1}   -0.71{col 50}{space 3}0.478{col 58}{space 4}-.1048362{col 71}{space 3} .0490792
{txt}{space 11}1978  {c |}{col 18}{res}{space 2}-.0299336{col 30}{space 2} .0403974{col 41}{space 1}   -0.74{col 50}{space 3}0.459{col 58}{space 4} -.109111{col 71}{space 3} .0492438
{txt}{space 11}1979  {c |}{col 18}{res}{space 2}  .003508{col 30}{space 2} .0387638{col 41}{space 1}    0.09{col 50}{space 3}0.928{col 58}{space 4}-.0724677{col 71}{space 3} .0794836
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0491691{col 30}{space 2} .0492153{col 41}{space 1}    1.00{col 50}{space 3}0.318{col 58}{space 4}-.0472912{col 71}{space 3} .1456294
{txt}{space 11}1981  {c |}{col 18}{res}{space 2}  .011675{col 30}{space 2} .0426249{col 41}{space 1}    0.27{col 50}{space 3}0.784{col 58}{space 4}-.0718682{col 71}{space 3} .0952183
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0154304{col 30}{space 2} .0407023{col 41}{space 1}    0.38{col 50}{space 3}0.705{col 58}{space 4}-.0643446{col 71}{space 3} .0952053
{txt}{space 11}1983  {c |}{col 18}{res}{space 2}   .00222{col 30}{space 2} .0447175{col 41}{space 1}    0.05{col 50}{space 3}0.960{col 58}{space 4}-.0854247{col 71}{space 3} .0898647
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0088644{col 30}{space 2} .0382753{col 41}{space 1}    0.23{col 50}{space 3}0.817{col 58}{space 4}-.0661538{col 71}{space 3} .0838827
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0208238{col 30}{space 2}  .037676{col 41}{space 1}    0.55{col 50}{space 3}0.580{col 58}{space 4}-.0530199{col 71}{space 3} .0946675
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .0590648{col 30}{space 2} .0400517{col 41}{space 1}    1.47{col 50}{space 3}0.140{col 58}{space 4}-.0194351{col 71}{space 3} .1375647
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0547266{col 30}{space 2} .0415628{col 41}{space 1}    1.32{col 50}{space 3}0.188{col 58}{space 4}-.0267351{col 71}{space 3} .1361882
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .0305331{col 30}{space 2} .0465865{col 41}{space 1}    0.66{col 50}{space 3}0.512{col 58}{space 4}-.0607747{col 71}{space 3} .1218408
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0288934{col 30}{space 2} .0477524{col 41}{space 1}    0.61{col 50}{space 3}0.545{col 58}{space 4}-.0646996{col 71}{space 3} .1224864
{txt}{space 11}1990  {c |}{col 18}{res}{space 2}-.0692004{col 30}{space 2} .0708014{col 41}{space 1}   -0.98{col 50}{space 3}0.328{col 58}{space 4}-.2079686{col 71}{space 3} .0695678
{txt}{space 11}1991  {c |}{col 18}{res}{space 2}-.0256849{col 30}{space 2} .0481244{col 41}{space 1}   -0.53{col 50}{space 3}0.594{col 58}{space 4}-.1200069{col 71}{space 3} .0686372
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0234444{col 30}{space 2} .0454287{col 41}{space 1}    0.52{col 50}{space 3}0.606{col 58}{space 4}-.0655943{col 71}{space 3}  .112483
{txt}{space 11}1993  {c |}{col 18}{res}{space 2}-.0009967{col 30}{space 2} .0428951{col 41}{space 1}   -0.02{col 50}{space 3}0.981{col 58}{space 4}-.0850696{col 71}{space 3} .0830761
{txt}{space 11}1994  {c |}{col 18}{res}{space 2}-.0190295{col 30}{space 2} .0424023{col 41}{space 1}   -0.45{col 50}{space 3}0.654{col 58}{space 4}-.1021364{col 71}{space 3} .0640774
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0581777{col 30}{space 2} .0480411{col 41}{space 1}    1.21{col 50}{space 3}0.226{col 58}{space 4}-.0359811{col 71}{space 3} .1523366
{txt}{space 11}1996  {c |}{col 18}{res}{space 2} .0660888{col 30}{space 2} .0448971{col 41}{space 1}    1.47{col 50}{space 3}0.141{col 58}{space 4}-.0219079{col 71}{space 3} .1540856
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0015196{col 30}{space 2} .0411894{col 41}{space 1}    0.04{col 50}{space 3}0.971{col 58}{space 4}-.0792101{col 71}{space 3} .0822494
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0045366{col 30}{space 2} .0422204{col 41}{space 1}    0.11{col 50}{space 3}0.914{col 58}{space 4}-.0782139{col 71}{space 3} .0872871
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .0260092{col 30}{space 2} .0401137{col 41}{space 1}    0.65{col 50}{space 3}0.517{col 58}{space 4}-.0526122{col 71}{space 3} .1046305
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .0153517{col 30}{space 2} .0388593{col 41}{space 1}    0.40{col 50}{space 3}0.693{col 58}{space 4}-.0608111{col 71}{space 3} .0915144
{txt}{space 11}2001  {c |}{col 18}{res}{space 2} .0348982{col 30}{space 2} .0396504{col 41}{space 1}    0.88{col 50}{space 3}0.379{col 58}{space 4}-.0428152{col 71}{space 3} .1126116
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .0446192{col 30}{space 2} .0427292{col 41}{space 1}    1.04{col 50}{space 3}0.296{col 58}{space 4}-.0391285{col 71}{space 3}  .128367
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .0178492{col 30}{space 2} .0389932{col 41}{space 1}    0.46{col 50}{space 3}0.647{col 58}{space 4} -.058576{col 71}{space 3} .0942744
{txt}{space 11}2004  {c |}{col 18}{res}{space 2}  .055534{col 30}{space 2} .0526534{col 41}{space 1}    1.05{col 50}{space 3}0.292{col 58}{space 4}-.0476647{col 71}{space 3} .1587327
{txt}{space 11}2005  {c |}{col 18}{res}{space 2}-.0128622{col 30}{space 2} .0390724{col 41}{space 1}   -0.33{col 50}{space 3}0.742{col 58}{space 4}-.0894427{col 71}{space 3} .0637182
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} .0006788{col 30}{space 2} .0395509{col 41}{space 1}    0.02{col 50}{space 3}0.986{col 58}{space 4}-.0768395{col 71}{space 3} .0781971
{txt}{space 11}2007  {c |}{col 18}{res}{space 2}-.0050502{col 30}{space 2} .0405967{col 41}{space 1}   -0.12{col 50}{space 3}0.901{col 58}{space 4}-.0846183{col 71}{space 3} .0745179
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .0311142{col 30}{space 2}  .040728{col 41}{space 1}    0.76{col 50}{space 3}0.445{col 58}{space 4}-.0487112{col 71}{space 3} .1109396
{txt}{space 11}2009  {c |}{col 18}{res}{space 2} .0396466{col 30}{space 2} .0409455{col 41}{space 1}    0.97{col 50}{space 3}0.333{col 58}{space 4} -.040605{col 71}{space 3} .1198982
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .0188627{col 30}{space 2} .0405621{col 41}{space 1}    0.47{col 50}{space 3}0.642{col 58}{space 4}-.0606376{col 71}{space 3} .0983629
{txt}{space 11}2011  {c |}{col 18}{res}{space 2}-.0480214{col 30}{space 2} .0463805{col 41}{space 1}   -1.04{col 50}{space 3}0.300{col 58}{space 4}-.1389255{col 71}{space 3} .0428828
{txt}{space 11}2012  {c |}{col 18}{res}{space 2} .0100557{col 30}{space 2} .0383275{col 41}{space 1}    0.26{col 50}{space 3}0.793{col 58}{space 4}-.0650648{col 71}{space 3} .0851762
{txt}{space 11}2013  {c |}{col 18}{res}{space 2}-.0031509{col 30}{space 2} .0419612{col 41}{space 1}   -0.08{col 50}{space 3}0.940{col 58}{space 4}-.0853933{col 71}{space 3} .0790915
{txt}{space 11}2014  {c |}{col 18}{res}{space 2}-.0101495{col 30}{space 2} .0403334{col 41}{space 1}   -0.25{col 50}{space 3}0.801{col 58}{space 4}-.0892015{col 71}{space 3} .0689024
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2}-.1249122{col 30}{space 2} .0613432{col 41}{space 1}   -2.04{col 50}{space 3}0.042{col 58}{space 4}-.2451427{col 71}{space 3}-.0046817
{txt}{space 13}90  {c |}{col 18}{res}{space 2}-.0218867{col 30}{space 2} .0577619{col 41}{space 1}   -0.38{col 50}{space 3}0.705{col 58}{space 4}-.1350979{col 71}{space 3} .0913245
{txt}{space 13}91  {c |}{col 18}{res}{space 2}-.0908268{col 30}{space 2} .0882862{col 41}{space 1}   -1.03{col 50}{space 3}0.304{col 58}{space 4}-.2638647{col 71}{space 3}  .082211
{txt}{space 13}92  {c |}{col 18}{res}{space 2}-.1505125{col 30}{space 2} .0732118{col 41}{space 1}   -2.06{col 50}{space 3}0.040{col 58}{space 4} -.294005{col 71}{space 3}  -.00702
{txt}{space 13}93  {c |}{col 18}{res}{space 2}-.1429231{col 30}{space 2} .0632985{col 41}{space 1}   -2.26{col 50}{space 3}0.024{col 58}{space 4}-.2669859{col 71}{space 3}-.0188604
{txt}{space 13}95  {c |}{col 18}{res}{space 2}-.0413961{col 30}{space 2} .0591111{col 41}{space 1}   -0.70{col 50}{space 3}0.484{col 58}{space 4}-.1572516{col 71}{space 3} .0744595
{txt}{space 12}130  {c |}{col 18}{res}{space 2}-.0654557{col 30}{space 2} .0561482{col 41}{space 1}   -1.17{col 50}{space 3}0.244{col 58}{space 4}-.1755042{col 71}{space 3} .0445929
{txt}{space 12}135  {c |}{col 18}{res}{space 2} .0065224{col 30}{space 2} .0720149{col 41}{space 1}    0.09{col 50}{space 3}0.928{col 58}{space 4}-.1346242{col 71}{space 3}  .147669
{txt}{space 12}140  {c |}{col 18}{res}{space 2}-.0988934{col 30}{space 2} .0567521{col 41}{space 1}   -1.74{col 50}{space 3}0.081{col 58}{space 4}-.2101255{col 71}{space 3} .0123386
{txt}{space 12}145  {c |}{col 18}{res}{space 2}-.0989094{col 30}{space 2} .0562385{col 41}{space 1}   -1.76{col 50}{space 3}0.079{col 58}{space 4}-.2091349{col 71}{space 3}  .011316
{txt}{space 12}150  {c |}{col 18}{res}{space 2}-.0606534{col 30}{space 2} .0569767{col 41}{space 1}   -1.06{col 50}{space 3}0.287{col 58}{space 4}-.1723257{col 71}{space 3} .0510189
{txt}{space 12}155  {c |}{col 18}{res}{space 2}-.0096018{col 30}{space 2} .0621267{col 41}{space 1}   -0.15{col 50}{space 3}0.877{col 58}{space 4} -.131368{col 71}{space 3} .1121644
{txt}{space 12}160  {c |}{col 18}{res}{space 2}-.2045552{col 30}{space 2} .2156594{col 41}{space 1}   -0.95{col 50}{space 3}0.343{col 58}{space 4}  -.62724{col 71}{space 3} .2181295
{txt}{space 12}165  {c |}{col 18}{res}{space 2}-.0688104{col 30}{space 2}  .062469{col 41}{space 1}   -1.10{col 50}{space 3}0.271{col 58}{space 4}-.1912474{col 71}{space 3} .0536266
{txt}{space 12}290  {c |}{col 18}{res}{space 2} .0355363{col 30}{space 2} .0944718{col 41}{space 1}    0.38{col 50}{space 3}0.707{col 58}{space 4} -.149625{col 71}{space 3} .2206975
{txt}{space 12}310  {c |}{col 18}{res}{space 2} .1928479{col 30}{space 2} .0918603{col 41}{space 1}    2.10{col 50}{space 3}0.036{col 58}{space 4}  .012805{col 71}{space 3} .3728907
{txt}{space 12}339  {c |}{col 18}{res}{space 2} .0191769{col 30}{space 2} .0603176{col 41}{space 1}    0.32{col 50}{space 3}0.751{col 58}{space 4}-.0990435{col 71}{space 3} .1373972
{txt}{space 12}346  {c |}{col 18}{res}{space 2} .1525981{col 30}{space 2} .1681837{col 41}{space 1}    0.91{col 50}{space 3}0.364{col 58}{space 4} -.177036{col 71}{space 3} .4822322
{txt}{space 12}355  {c |}{col 18}{res}{space 2} .2074909{col 30}{space 2} .1244465{col 41}{space 1}    1.67{col 50}{space 3}0.095{col 58}{space 4}-.0364197{col 71}{space 3} .4514015
{txt}{space 12}360  {c |}{col 18}{res}{space 2}-.0384775{col 30}{space 2} .0603634{col 41}{space 1}   -0.64{col 50}{space 3}0.524{col 58}{space 4}-.1567875{col 71}{space 3} .0798326
{txt}{space 12}365  {c |}{col 18}{res}{space 2}-.2162832{col 30}{space 2} .0704166{col 41}{space 1}   -3.07{col 50}{space 3}0.002{col 58}{space 4}-.3542972{col 71}{space 3}-.0782692
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{txt}{space 12}816  {c |}{col 18}{res}{space 2}  .062362{col 30}{space 2} .0649173{col 41}{space 1}    0.96{col 50}{space 3}0.337{col 58}{space 4}-.0648736{col 71}{space 3} .1895975
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0823883{col 30}{space 2} .0774343{col 41}{space 1}   -1.06{col 50}{space 3}0.287{col 58}{space 4}-.2341567{col 71}{space 3} .0693801
{txt}{space 12}840  {c |}{col 18}{res}{space 2} .1219683{col 30}{space 2} .0561303{col 41}{space 1}    2.17{col 50}{space 3}0.030{col 58}{space 4}  .011955{col 71}{space 3} .2319817
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.0839945{col 30}{space 2} .0686659{col 41}{space 1}   -1.22{col 50}{space 3}0.221{col 58}{space 4}-.2185773{col 71}{space 3} .0505882
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.1445032{col 30}{space 2} .1583746{col 41}{space 1}   -0.91{col 50}{space 3}0.362{col 58}{space 4}-.4549118{col 71}{space 3} .1659053
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  65.272
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  56.651
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  60.841
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal 1975.year 1976.year 1977.year
{col 23}1978.year 1979.year 1980.year 1981.year 1982.year
{col 23}1983.year 1984.year 1985.year 1986.year 1987.year
{col 23}1988.year 1989.year 1990.year 1991.year 1992.year
{col 23}1993.year 1994.year 1995.year 1996.year 1997.year
{col 23}1998.year 1999.year 2000.year 2001.year 2002.year
{col 23}2003.year 2004.year 2005.year 2006.year 2007.year
{col 23}2008.year 2009.year 2010.year 2011.year 2012.year
{col 23}2013.year 2014.year 70.ccode 90.ccode 91.ccode 92.ccode
{col 23}93.ccode 95.ccode 130.ccode 135.ccode 140.ccode 145.ccode
{col 23}150.ccode 155.ccode 160.ccode 165.ccode 290.ccode
{col 23}310.ccode 339.ccode 346.ccode 355.ccode 360.ccode
{col 23}365.ccode 370.ccode 372.ccode 373.ccode 402.ccode
{col 23}404.ccode 411.ccode 420.ccode 432.ccode 433.ccode
{col 23}434.ccode 435.ccode 436.ccode 437.ccode 438.ccode
{col 23}439.ccode 450.ccode 451.ccode 452.ccode 461.ccode
{col 23}471.ccode 475.ccode 481.ccode 482.ccode 483.ccode
{col 23}484.ccode 490.ccode 500.ccode 501.ccode 510.ccode
{col 23}516.ccode 517.ccode 522.ccode 530.ccode 540.ccode
{col 23}541.ccode 551.ccode 552.ccode 553.ccode 560.ccode
{col 23}565.ccode 570.ccode 571.ccode 572.ccode 580.ccode
{col 23}581.ccode 600.ccode 615.ccode 616.ccode 620.ccode
{col 23}625.ccode 630.ccode 640.ccode 645.ccode 651.ccode
{col 23}652.ccode 660.ccode 663.ccode 670.ccode 679.ccode
{col 23}690.ccode 694.ccode 698.ccode 700.ccode 701.ccode
{col 23}702.ccode 703.ccode 704.ccode 705.ccode 710.ccode
{col 23}712.ccode 732.ccode 760.ccode 770.ccode 771.ccode
{col 23}775.ccode 780.ccode 790.ccode 800.ccode 811.ccode
{col 23}812.ccode 816.ccode 820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. qui tab country if e(sample)
{txt}
{com}. di r(r)
{res}107
{txt}
{com}. * Col 2 *
. ivreg2 theta_mean l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal debt_crisis ungaidealpoint2 i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}37{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2680
{txt}{col 55}F(153,  2526) = {res} 1160.82
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2993.999363{txt}{col 55}Centered R2   = {res}  0.9632
{txt}Total (uncentered) SS   = {res} 4693.124651{txt}{col 55}Uncentered R2 = {res}  0.9766
{txt}Residual SS             = {res} 110.0522172{txt}{col 55}Root MSE      = {res}   .2026

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}  -.15974{col 30}{space 2}  .076564{col 41}{space 1}   -2.09{col 50}{space 3}0.037{col 58}{space 4}-.3098026{col 71}{space 3}-.0096774
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8551102{col 30}{space 2}  .016472{col 41}{space 1}   51.91{col 50}{space 3}0.000{col 58}{space 4} .8228257{col 71}{space 3} .8873947
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0074286{col 30}{space 2} .0856488{col 41}{space 1}    0.09{col 50}{space 3}0.931{col 58}{space 4}-.1604398{col 71}{space 3} .1752971
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2}-.0029789{col 30}{space 2} .0211625{col 41}{space 1}   -0.14{col 50}{space 3}0.888{col 58}{space 4}-.0444566{col 71}{space 3} .0384988
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .3503898{col 30}{space 2} .1120405{col 41}{space 1}    3.13{col 50}{space 3}0.002{col 58}{space 4} .1307944{col 71}{space 3} .5699852
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0208834{col 30}{space 2}  .010829{col 41}{space 1}   -1.93{col 50}{space 3}0.054{col 58}{space 4}-.0421079{col 71}{space 3} .0003411
{txt}{space 9}actotal {c |}{col 18}{res}{space 2} -.041788{col 30}{space 2} .0049691{col 41}{space 1}   -8.41{col 50}{space 3}0.000{col 58}{space 4}-.0515273{col 71}{space 3}-.0320487
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2} .0434932{col 30}{space 2} .0301632{col 41}{space 1}    1.44{col 50}{space 3}0.149{col 58}{space 4}-.0156255{col 71}{space 3}  .102612
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0285741{col 30}{space 2} .0181539{col 41}{space 1}    1.57{col 50}{space 3}0.115{col 58}{space 4}-.0070068{col 71}{space 3}  .064155
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1975  {c |}{col 18}{res}{space 2}-.0250431{col 30}{space 2} .0339506{col 41}{space 1}   -0.74{col 50}{space 3}0.461{col 58}{space 4}-.0915851{col 71}{space 3} .0414989
{txt}{space 11}1976  {c |}{col 18}{res}{space 2}-.0432576{col 30}{space 2} .0409775{col 41}{space 1}   -1.06{col 50}{space 3}0.291{col 58}{space 4} -.123572{col 71}{space 3} .0370569
{txt}{space 11}1977  {c |}{col 18}{res}{space 2}-.0311185{col 30}{space 2} .0400515{col 41}{space 1}   -0.78{col 50}{space 3}0.437{col 58}{space 4}-.1096179{col 71}{space 3} .0473809
{txt}{space 11}1978  {c |}{col 18}{res}{space 2}-.0277501{col 30}{space 2} .0411157{col 41}{space 1}   -0.67{col 50}{space 3}0.500{col 58}{space 4}-.1083355{col 71}{space 3} .0528353
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0072183{col 30}{space 2} .0404049{col 41}{space 1}    0.18{col 50}{space 3}0.858{col 58}{space 4}-.0719739{col 71}{space 3} .0864104
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0549893{col 30}{space 2}  .050522{col 41}{space 1}    1.09{col 50}{space 3}0.276{col 58}{space 4} -.044032{col 71}{space 3} .1540105
{txt}{space 11}1981  {c |}{col 18}{res}{space 2}  .018897{col 30}{space 2} .0447794{col 41}{space 1}    0.42{col 50}{space 3}0.673{col 58}{space 4} -.068869{col 71}{space 3}  .106663
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0222716{col 30}{space 2} .0428593{col 41}{space 1}    0.52{col 50}{space 3}0.603{col 58}{space 4}-.0617311{col 71}{space 3} .1062742
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0053868{col 30}{space 2} .0468142{col 41}{space 1}    0.12{col 50}{space 3}0.908{col 58}{space 4}-.0863674{col 71}{space 3}  .097141
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0189235{col 30}{space 2} .0415049{col 41}{space 1}    0.46{col 50}{space 3}0.648{col 58}{space 4}-.0624245{col 71}{space 3} .1002715
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0359913{col 30}{space 2} .0411985{col 41}{space 1}    0.87{col 50}{space 3}0.382{col 58}{space 4}-.0447562{col 71}{space 3} .1167388
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .0735588{col 30}{space 2} .0437052{col 41}{space 1}    1.68{col 50}{space 3}0.092{col 58}{space 4}-.0121019{col 71}{space 3} .1592194
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0705292{col 30}{space 2} .0464101{col 41}{space 1}    1.52{col 50}{space 3}0.129{col 58}{space 4}-.0204329{col 71}{space 3} .1614914
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .0462885{col 30}{space 2} .0518169{col 41}{space 1}    0.89{col 50}{space 3}0.372{col 58}{space 4}-.0552707{col 71}{space 3} .1478477
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0428326{col 30}{space 2} .0537338{col 41}{space 1}    0.80{col 50}{space 3}0.425{col 58}{space 4}-.0624837{col 71}{space 3} .1481489
{txt}{space 11}1990  {c |}{col 18}{res}{space 2}-.0436087{col 30}{space 2} .0745138{col 41}{space 1}   -0.59{col 50}{space 3}0.558{col 58}{space 4}-.1896531{col 71}{space 3} .1024357
{txt}{space 11}1991  {c |}{col 18}{res}{space 2}-.0037957{col 30}{space 2} .0536959{col 41}{space 1}   -0.07{col 50}{space 3}0.944{col 58}{space 4}-.1090377{col 71}{space 3} .1014463
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0480125{col 30}{space 2} .0518731{col 41}{space 1}    0.93{col 50}{space 3}0.355{col 58}{space 4}-.0536569{col 71}{space 3} .1496818
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0227137{col 30}{space 2} .0490007{col 41}{space 1}    0.46{col 50}{space 3}0.643{col 58}{space 4}-.0733259{col 71}{space 3} .1187532
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0001893{col 30}{space 2} .0497066{col 41}{space 1}    0.00{col 50}{space 3}0.997{col 58}{space 4}-.0972339{col 71}{space 3} .0976124
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0820586{col 30}{space 2} .0550216{col 41}{space 1}    1.49{col 50}{space 3}0.136{col 58}{space 4}-.0257818{col 71}{space 3} .1898989
{txt}{space 11}1996  {c |}{col 18}{res}{space 2}  .093273{col 30}{space 2} .0523777{col 41}{space 1}    1.78{col 50}{space 3}0.075{col 58}{space 4}-.0093854{col 71}{space 3} .1959314
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0325628{col 30}{space 2} .0490547{col 41}{space 1}    0.66{col 50}{space 3}0.507{col 58}{space 4}-.0635827{col 71}{space 3} .1287083
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0382102{col 30}{space 2}  .049789{col 41}{space 1}    0.77{col 50}{space 3}0.443{col 58}{space 4}-.0593745{col 71}{space 3} .1357948
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .0646421{col 30}{space 2} .0474455{col 41}{space 1}    1.36{col 50}{space 3}0.173{col 58}{space 4}-.0283494{col 71}{space 3} .1576337
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .0501126{col 30}{space 2} .0456504{col 41}{space 1}    1.10{col 50}{space 3}0.272{col 58}{space 4}-.0393606{col 71}{space 3} .1395858
{txt}{space 11}2001  {c |}{col 18}{res}{space 2} .0765586{col 30}{space 2} .0485427{col 41}{space 1}    1.58{col 50}{space 3}0.115{col 58}{space 4}-.0185833{col 71}{space 3} .1717005
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .0824492{col 30}{space 2} .0514885{col 41}{space 1}    1.60{col 50}{space 3}0.109{col 58}{space 4}-.0184664{col 71}{space 3} .1833647
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .0534147{col 30}{space 2} .0479345{col 41}{space 1}    1.11{col 50}{space 3}0.265{col 58}{space 4}-.0405353{col 71}{space 3} .1473646
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .0825834{col 30}{space 2} .0592431{col 41}{space 1}    1.39{col 50}{space 3}0.163{col 58}{space 4} -.033531{col 71}{space 3} .1986978
{txt}{space 11}2005  {c |}{col 18}{res}{space 2}  .015175{col 30}{space 2} .0453824{col 41}{space 1}    0.33{col 50}{space 3}0.738{col 58}{space 4}-.0737729{col 71}{space 3}  .104123
{txt}{space 11}2006  {c |}{col 18}{res}{space 2}  .030088{col 30}{space 2} .0454789{col 41}{space 1}    0.66{col 50}{space 3}0.508{col 58}{space 4} -.059049{col 71}{space 3} .1192251
{txt}{space 11}2007  {c |}{col 18}{res}{space 2} .0248465{col 30}{space 2} .0461122{col 41}{space 1}    0.54{col 50}{space 3}0.590{col 58}{space 4}-.0655317{col 71}{space 3} .1152247
{txt}{space 11}2008  {c |}{col 18}{res}{space 2}  .061123{col 30}{space 2} .0469789{col 41}{space 1}    1.30{col 50}{space 3}0.193{col 58}{space 4}-.0309539{col 71}{space 3} .1531999
{txt}{space 11}2009  {c |}{col 18}{res}{space 2}  .068297{col 30}{space 2} .0484048{col 41}{space 1}    1.41{col 50}{space 3}0.158{col 58}{space 4}-.0265746{col 71}{space 3} .1631686
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .0483495{col 30}{space 2} .0474866{col 41}{space 1}    1.02{col 50}{space 3}0.309{col 58}{space 4}-.0447225{col 71}{space 3} .1414215
{txt}{space 11}2011  {c |}{col 18}{res}{space 2}  -.01742{col 30}{space 2} .0504483{col 41}{space 1}   -0.35{col 50}{space 3}0.730{col 58}{space 4}-.1162967{col 71}{space 3} .0814568
{txt}{space 11}2012  {c |}{col 18}{res}{space 2} .0434859{col 30}{space 2} .0448978{col 41}{space 1}    0.97{col 50}{space 3}0.333{col 58}{space 4}-.0445122{col 71}{space 3} .1314839
{txt}{space 11}2013  {c |}{col 18}{res}{space 2}  .086077{col 30}{space 2} .0554122{col 41}{space 1}    1.55{col 50}{space 3}0.120{col 58}{space 4}-.0225288{col 71}{space 3} .1946829
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0271713{col 30}{space 2} .0516384{col 41}{space 1}    0.53{col 50}{space 3}0.599{col 58}{space 4}-.0740381{col 71}{space 3} .1283807
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2}-.1003411{col 30}{space 2} .0659485{col 41}{space 1}   -1.52{col 50}{space 3}0.128{col 58}{space 4}-.2295978{col 71}{space 3} .0289155
{txt}{space 13}90  {c |}{col 18}{res}{space 2}-.0200455{col 30}{space 2} .0628728{col 41}{space 1}   -0.32{col 50}{space 3}0.750{col 58}{space 4}-.1432739{col 71}{space 3}  .103183
{txt}{space 13}91  {c |}{col 18}{res}{space 2}-.0783196{col 30}{space 2} .0922022{col 41}{space 1}   -0.85{col 50}{space 3}0.396{col 58}{space 4}-.2590325{col 71}{space 3} .1023933
{txt}{space 13}92  {c |}{col 18}{res}{space 2}-.1426236{col 30}{space 2}  .077479{col 41}{space 1}   -1.84{col 50}{space 3}0.066{col 58}{space 4}-.2944797{col 71}{space 3} .0092325
{txt}{space 13}93  {c |}{col 18}{res}{space 2}-.1048072{col 30}{space 2} .0632357{col 41}{space 1}   -1.66{col 50}{space 3}0.097{col 58}{space 4} -.228747{col 71}{space 3} .0191325
{txt}{space 13}95  {c |}{col 18}{res}{space 2}-.0054892{col 30}{space 2} .0618443{col 41}{space 1}   -0.09{col 50}{space 3}0.929{col 58}{space 4}-.1267017{col 71}{space 3} .1157234
{txt}{space 12}130  {c |}{col 18}{res}{space 2} -.045224{col 30}{space 2}  .058032{col 41}{space 1}   -0.78{col 50}{space 3}0.436{col 58}{space 4}-.1589647{col 71}{space 3} .0685166
{txt}{space 12}135  {c |}{col 18}{res}{space 2} .0188349{col 30}{space 2} .0737386{col 41}{space 1}    0.26{col 50}{space 3}0.798{col 58}{space 4}-.1256901{col 71}{space 3} .1633599
{txt}{space 12}140  {c |}{col 18}{res}{space 2}-.0869236{col 30}{space 2} .0582733{col 41}{space 1}   -1.49{col 50}{space 3}0.136{col 58}{space 4}-.2011373{col 71}{space 3}   .02729
{txt}{space 12}145  {c |}{col 18}{res}{space 2}-.0993206{col 30}{space 2} .0572328{col 41}{space 1}   -1.74{col 50}{space 3}0.083{col 58}{space 4}-.2114949{col 71}{space 3} .0128537
{txt}{space 12}150  {c |}{col 18}{res}{space 2}-.0825341{col 30}{space 2}  .062423{col 41}{space 1}   -1.32{col 50}{space 3}0.186{col 58}{space 4}-.2048809{col 71}{space 3} .0398127
{txt}{space 12}155  {c |}{col 18}{res}{space 2}-.0102289{col 30}{space 2} .0638943{col 41}{space 1}   -0.16{col 50}{space 3}0.873{col 58}{space 4}-.1354594{col 71}{space 3} .1150016
{txt}{space 12}160  {c |}{col 18}{res}{space 2}-.1852766{col 30}{space 2} .2135156{col 41}{space 1}   -0.87{col 50}{space 3}0.386{col 58}{space 4}-.6037595{col 71}{space 3} .2332062
{txt}{space 12}165  {c |}{col 18}{res}{space 2} -.058465{col 30}{space 2} .0646912{col 41}{space 1}   -0.90{col 50}{space 3}0.366{col 58}{space 4}-.1852575{col 71}{space 3} .0683275
{txt}{space 12}290  {c |}{col 18}{res}{space 2} .0752973{col 30}{space 2} .0964707{col 41}{space 1}    0.78{col 50}{space 3}0.435{col 58}{space 4}-.1137818{col 71}{space 3} .2643763
{txt}{space 12}310  {c |}{col 18}{res}{space 2} .2740986{col 30}{space 2} .1003841{col 41}{space 1}    2.73{col 50}{space 3}0.006{col 58}{space 4} .0773494{col 71}{space 3} .4708478
{txt}{space 12}339  {c |}{col 18}{res}{space 2} .0498368{col 30}{space 2} .0620388{col 41}{space 1}    0.80{col 50}{space 3}0.422{col 58}{space 4}-.0717571{col 71}{space 3} .1714307
{txt}{space 12}346  {c |}{col 18}{res}{space 2} .1849793{col 30}{space 2} .2097877{col 41}{space 1}    0.88{col 50}{space 3}0.378{col 58}{space 4}-.2261969{col 71}{space 3} .5961556
{txt}{space 12}355  {c |}{col 18}{res}{space 2} .1545384{col 30}{space 2} .1479519{col 41}{space 1}    1.04{col 50}{space 3}0.296{col 58}{space 4} -.135442{col 71}{space 3} .4445188
{txt}{space 12}360  {c |}{col 18}{res}{space 2} .0050105{col 30}{space 2}    .0621{col 41}{space 1}    0.08{col 50}{space 3}0.936{col 58}{space 4}-.1167032{col 71}{space 3} .1267243
{txt}{space 12}365  {c |}{col 18}{res}{space 2}-.1633635{col 30}{space 2} .0763299{col 41}{space 1}   -2.14{col 50}{space 3}0.032{col 58}{space 4}-.3129673{col 71}{space 3}-.0137598
{txt}{space 12}370  {c |}{col 18}{res}{space 2}-.1626273{col 30}{space 2}  .094353{col 41}{space 1}   -1.72{col 50}{space 3}0.085{col 58}{space 4}-.3475557{col 71}{space 3} .0223011
{txt}{space 12}372  {c |}{col 18}{res}{space 2}-.1133281{col 30}{space 2} .0870873{col 41}{space 1}   -1.30{col 50}{space 3}0.193{col 58}{space 4} -.284016{col 71}{space 3} .0573598
{txt}{space 12}373  {c |}{col 18}{res}{space 2} .1457377{col 30}{space 2} .0678531{col 41}{space 1}    2.15{col 50}{space 3}0.032{col 58}{space 4} .0127481{col 71}{space 3} .2787273
{txt}{space 12}402  {c |}{col 18}{res}{space 2} .0541912{col 30}{space 2} .0955819{col 41}{space 1}    0.57{col 50}{space 3}0.571{col 58}{space 4}-.1331459{col 71}{space 3} .2415282
{txt}{space 12}404  {c |}{col 18}{res}{space 2} .0515851{col 30}{space 2} .0744293{col 41}{space 1}    0.69{col 50}{space 3}0.488{col 58}{space 4}-.0942936{col 71}{space 3} .1974639
{txt}{space 12}411  {c |}{col 18}{res}{space 2} .0944642{col 30}{space 2} .0851514{col 41}{space 1}    1.11{col 50}{space 3}0.267{col 58}{space 4}-.0724296{col 71}{space 3} .2613579
{txt}{space 12}420  {c |}{col 18}{res}{space 2} .0064404{col 30}{space 2} .0844674{col 41}{space 1}    0.08{col 50}{space 3}0.939{col 58}{space 4}-.1591126{col 71}{space 3} .1719934
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{txt}{space 12}434  {c |}{col 18}{res}{space 2} .0525751{col 30}{space 2} .1253329{col 41}{space 1}    0.42{col 50}{space 3}0.675{col 58}{space 4}-.1930728{col 71}{space 3}  .298223
{txt}{space 12}435  {c |}{col 18}{res}{space 2}   .00639{col 30}{space 2} .0852991{col 41}{space 1}    0.07{col 50}{space 3}0.940{col 58}{space 4}-.1607932{col 71}{space 3} .1735731
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{txt}{space 12}437  {c |}{col 18}{res}{space 2}-.0492415{col 30}{space 2} .0699169{col 41}{space 1}   -0.70{col 50}{space 3}0.481{col 58}{space 4}-.1862762{col 71}{space 3} .0877932
{txt}{space 12}438  {c |}{col 18}{res}{space 2} .0526744{col 30}{space 2} .0762244{col 41}{space 1}    0.69{col 50}{space 3}0.490{col 58}{space 4}-.0967226{col 71}{space 3} .2020714
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{txt}{space 12}450  {c |}{col 18}{res}{space 2} .0093225{col 30}{space 2} .1024187{col 41}{space 1}    0.09{col 50}{space 3}0.927{col 58}{space 4}-.1914143{col 71}{space 3} .2100594
{txt}{space 12}451  {c |}{col 18}{res}{space 2} .0350754{col 30}{space 2} .0828449{col 41}{space 1}    0.42{col 50}{space 3}0.672{col 58}{space 4}-.1272977{col 71}{space 3} .1974485
{txt}{space 12}452  {c |}{col 18}{res}{space 2} .0989071{col 30}{space 2}  .083842{col 41}{space 1}    1.18{col 50}{space 3}0.238{col 58}{space 4}-.0654202{col 71}{space 3} .2632345
{txt}{space 12}461  {c |}{col 18}{res}{space 2}-.0365943{col 30}{space 2} .0717763{col 41}{space 1}   -0.51{col 50}{space 3}0.610{col 58}{space 4}-.1772733{col 71}{space 3} .1040846
{txt}{space 12}471  {c |}{col 18}{res}{space 2}-.1059456{col 30}{space 2} .0741914{col 41}{space 1}   -1.43{col 50}{space 3}0.153{col 58}{space 4} -.251358{col 71}{space 3} .0394669
{txt}{space 12}475  {c |}{col 18}{res}{space 2}-.2066322{col 30}{space 2} .0908973{col 41}{space 1}   -2.27{col 50}{space 3}0.023{col 58}{space 4}-.3847876{col 71}{space 3}-.0284769
{txt}{space 12}481  {c |}{col 18}{res}{space 2} .0647805{col 30}{space 2} .0740908{col 41}{space 1}    0.87{col 50}{space 3}0.382{col 58}{space 4}-.0804347{col 71}{space 3} .2099957
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{txt}{space 12}705  {c |}{col 18}{res}{space 2}  -.20498{col 30}{space 2}  .089755{col 41}{space 1}   -2.28{col 50}{space 3}0.022{col 58}{space 4}-.3808966{col 71}{space 3}-.0290634
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{txt}{space 12}812  {c |}{col 18}{res}{space 2} .1556529{col 30}{space 2}   .07659{col 41}{space 1}    2.03{col 50}{space 3}0.042{col 58}{space 4} .0055393{col 71}{space 3} .3057666
{txt}{space 12}816  {c |}{col 18}{res}{space 2} .1157464{col 30}{space 2} .0719292{col 41}{space 1}    1.61{col 50}{space 3}0.108{col 58}{space 4}-.0252323{col 71}{space 3}  .256725
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0440394{col 30}{space 2} .0842698{col 41}{space 1}   -0.52{col 50}{space 3}0.601{col 58}{space 4}-.2092052{col 71}{space 3} .1211264
{txt}{space 12}840  {c |}{col 18}{res}{space 2}  .163349{col 30}{space 2} .0586506{col 41}{space 1}    2.79{col 50}{space 3}0.005{col 58}{space 4} .0483958{col 71}{space 3} .2783021
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.0358204{col 30}{space 2} .0719512{col 41}{space 1}   -0.50{col 50}{space 3}0.619{col 58}{space 4}-.1768422{col 71}{space 3} .1052015
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.1045019{col 30}{space 2} .1788579{col 41}{space 1}   -0.58{col 50}{space 3}0.559{col 58}{space 4}-.4550569{col 71}{space 3} .2460531
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  62.499
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  58.062
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  59.479
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal debt_crisis ungaidealpoint2
{col 23}1975.year 1976.year 1977.year 1978.year 1979.year
{col 23}1980.year 1981.year 1982.year 1983.year 1984.year
{col 23}1985.year 1986.year 1987.year 1988.year 1989.year
{col 23}1990.year 1991.year 1992.year 1993.year 1994.year
{col 23}1995.year 1996.year 1997.year 1998.year 1999.year
{col 23}2000.year 2001.year 2002.year 2003.year 2004.year
{col 23}2005.year 2006.year 2007.year 2008.year 2009.year
{col 23}2010.year 2011.year 2012.year 2013.year 2014.year 70.ccode
{col 23}90.ccode 91.ccode 92.ccode 93.ccode 95.ccode 130.ccode
{col 23}135.ccode 140.ccode 145.ccode 150.ccode 155.ccode
{col 23}160.ccode 165.ccode 290.ccode 310.ccode 339.ccode
{col 23}346.ccode 355.ccode 360.ccode 365.ccode 370.ccode
{col 23}372.ccode 373.ccode 402.ccode 404.ccode 411.ccode
{col 23}420.ccode 432.ccode 433.ccode 434.ccode 435.ccode
{col 23}436.ccode 437.ccode 438.ccode 439.ccode 450.ccode
{col 23}451.ccode 452.ccode 461.ccode 471.ccode 475.ccode
{col 23}481.ccode 482.ccode 483.ccode 484.ccode 490.ccode
{col 23}500.ccode 501.ccode 510.ccode 516.ccode 517.ccode
{col 23}522.ccode 530.ccode 540.ccode 541.ccode 551.ccode
{col 23}552.ccode 553.ccode 560.ccode 565.ccode 570.ccode
{col 23}571.ccode 572.ccode 580.ccode 581.ccode 600.ccode
{col 23}615.ccode 616.ccode 620.ccode 625.ccode 630.ccode
{col 23}640.ccode 645.ccode 651.ccode 652.ccode 660.ccode
{col 23}663.ccode 670.ccode 679.ccode 690.ccode 694.ccode
{col 23}698.ccode 700.ccode 701.ccode 702.ccode 703.ccode
{col 23}704.ccode 705.ccode 710.ccode 712.ccode 760.ccode
{col 23}770.ccode 771.ccode 775.ccode 780.ccode 790.ccode
{col 23}800.ccode 811.ccode 812.ccode 816.ccode 820.ccode
{col 23}840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. qui tab country if e(sample)
{txt}
{com}. di r(r)
{res}106
{txt}
{com}. 
. *** Table A1 (summary stats) & Table A2 (pairwise correlations) in appendix ***
. qui ivreg2 theta_mean l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode, robust 
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}
{com}. sum theta_mean imf_maxlog_liquidity_1 imf_movingavg1 e_migdppcln v2xcl_acjst v2exl_legitideol actotal if e(sample)

{txt}    Variable {c |}        Obs        Mean    Std. Dev.       Min        Max
{hline 13}{c +}{hline 57}
{space 2}theta_mean {c |}{res}      2,858   -.8069581    1.057751   -3.76739    2.16696
{txt}imf_maxlog~1 {c |}{res}      2,858    1.542246    1.446739          0    6.31866
{txt}imf_moving~1 {c |}{res}      2,858    .3000271     .277683          0          1
{txt}{space 1}e_migdppcln {c |}{res}      2,858     8.06656    1.197712        .06     12.305
{txt}{space 1}v2xcl_acjst {c |}{res}      2,858     .428078    .2305267       .002       .926
{txt}{hline 13}{c +}{hline 57}
v2exl_legi~l {c |}{res}      2,858    .4208919    1.239136      -2.72      3.585
{txt}{space 5}actotal {c |}{res}      2,858    1.137509    2.273784          0         14
{txt}
{com}. corr theta_mean imf_maxlog_liquidity_1 imf_movingavg1 e_migdppcln v2xcl_acjst v2exl_legitideol actotal if e(sample)
{txt}(obs=2,858)

             {c |} theta_~n imf_ma~1 imf_mo~1 e_migd~n v2xcl_~t v2exl_~l  actotal
{hline 13}{c +}{hline 63}
  theta_mean {c |}{res}   1.0000
{txt}imf_maxlog~1 {c |}{res}  -0.0974   1.0000
{txt}imf_moving~1 {c |}{res}  -0.1279   0.9761   1.0000
 {txt}e_migdppcln {c |}{res}   0.1767  -0.2462  -0.2549   1.0000
 {txt}v2xcl_acjst {c |}{res}   0.5208   0.0590   0.0242   0.1167   1.0000
{txt}v2exl_legi~l {c |}{res}  -0.1645  -0.3390  -0.3087   0.1001  -0.2234   1.0000
     {txt}actotal {c |}{res}  -0.6551  -0.0660  -0.0516  -0.1244  -0.3073   0.1220   1.0000

{txt}
{com}. 
. *** Table A8 (2SLS results for autocratic sample, with first stage) ***
. xi: ivreg2 theta_mean l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1) e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.ccode i.year, robust first
{txt}i.ccode{col 19}_Iccode_40-950{col 39}(naturally coded; _Iccode_40 omitted)
i.year{col 19}_Iyear_1972-2014{col 39}(naturally coded; _Iyear_1972 omitted)
Warning: time variable {res}year{txt} has {res}24{txt} gap(s) in relevant range
Warning - collinearities detected
Vars dropped:{col 21}_Iccode_110 _Iccode_115 _Iccode_230 _Iccode_265 _Iccode_341
{col 21}_Iccode_345 _Iccode_352 _Iccode_403 _Iccode_520 _Iccode_531
{col 21}_Iccode_591 _Iccode_680 _Iccode_713 _Iccode_731 _Iccode_830
{col 21}_Iccode_850 _Iccode_950 _Iyear_1973 _Iyear_2014
{res}
{txt}First-stage regressions
{hline 23}


First-stage regression of imfprogram_uu:

Statistics robust to heteroskedasticity
Number of obs = {col 31}{res}    2858
{txt}{hline 23}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 24}{c |}{col 36}    Robust
{col 1}         imfprogram_uu{col 24}{c |}      Coef.{col 36}   Std. Err.{col 48}      t{col 56}   P>|t|{col 64}     [95% Con{col 77}f. Interval]
{hline 23}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
imf_maxlog_liquidity_1 {c |}{col 24}{res}{space 2}-.2901518{col 36}{space 2} .0371985{col 47}{space 1}   -7.80{col 56}{space 3}0.000{col 64}{space 4}-.3630922{col 77}{space 3}-.2172113
{txt}{space 22} {c |}
{space 12}theta_mean {c |}
{space 19}L1. {c |}{col 24}{res}{space 2}  .014937{col 36}{space 2} .0143848{col 47}{space 1}    1.04{col 56}{space 3}0.299{col 64}{space 4}-.0132693{col 77}{space 3} .0431434
{txt}{space 22} {c |}
{space 8}imf_movingavg1 {c |}{col 24}{res}{space 2} 2.564627{col 36}{space 2} .2002853{col 47}{space 1}   12.80{col 56}{space 3}0.000{col 64}{space 4}   2.1719{col 77}{space 3} 2.957355
{txt}{space 11}e_migdppcln {c |}{col 24}{res}{space 2}-.0791031{col 36}{space 2} .0162424{col 47}{space 1}   -4.87{col 56}{space 3}0.000{col 64}{space 4} -.110952{col 77}{space 3}-.0472543
{txt}{space 11}v2xcl_acjst {c |}{col 24}{res}{space 2}   .52915{col 36}{space 2} .0867696{col 47}{space 1}    6.10{col 56}{space 3}0.000{col 64}{space 4} .3590086{col 77}{space 3} .6992914
{txt}{space 6}v2exl_legitideol {c |}{col 24}{res}{space 2}-.0188682{col 36}{space 2} .0150938{col 47}{space 1}   -1.25{col 56}{space 3}0.211{col 64}{space 4}-.0484648{col 77}{space 3} .0107284
{txt}{space 15}actotal {c |}{col 24}{res}{space 2}-.0105381{col 36}{space 2}  .004651{col 47}{space 1}   -2.27{col 56}{space 3}0.024{col 64}{space 4}-.0196579{col 77}{space 3}-.0014183
{txt}{space 12}_Iccode_41 {c |}{col 24}{res}{space 2} .1135781{col 36}{space 2} .1155848{col 47}{space 1}    0.98{col 56}{space 3}0.326{col 64}{space 4}-.1130653{col 77}{space 3} .3402215
{txt}{space 12}_Iccode_70 {c |}{col 24}{res}{space 2} .6015711{col 36}{space 2} .1170251{col 47}{space 1}    5.14{col 56}{space 3}0.000{col 64}{space 4} .3721035{col 77}{space 3} .8310388
{txt}{space 12}_Iccode_90 {c |}{col 24}{res}{space 2} .2815077{col 36}{space 2} .1663645{col 47}{space 1}    1.69{col 56}{space 3}0.091{col 64}{space 4}-.0447066{col 77}{space 3} .6077221
{txt}{space 12}_Iccode_91 {c |}{col 24}{res}{space 2} .0421221{col 36}{space 2} .1911991{col 47}{space 1}    0.22{col 56}{space 3}0.826{col 64}{space 4}-.3327889{col 77}{space 3} .4170332
{txt}{space 12}_Iccode_92 {c |}{col 24}{res}{space 2} .2522059{col 36}{space 2} .1866168{col 47}{space 1}    1.35{col 56}{space 3}0.177{col 64}{space 4}-.1137201{col 77}{space 3} .6181319
{txt}{space 12}_Iccode_93 {c |}{col 24}{res}{space 2}-.0233607{col 36}{space 2} .1287228{col 47}{space 1}   -0.18{col 56}{space 3}0.856{col 64}{space 4}-.2757658{col 77}{space 3} .2290443
{txt}{space 12}_Iccode_95 {c |}{col 24}{res}{space 2} .0230374{col 36}{space 2} .1202377{col 47}{space 1}    0.19{col 56}{space 3}0.848{col 64}{space 4}-.2127298{col 77}{space 3} .2588045
{txt}{space 11}_Iccode_110 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_115 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_130 {c |}{col 24}{res}{space 2}-.1309564{col 36}{space 2} .1755245{col 47}{space 1}   -0.75{col 56}{space 3}0.456{col 64}{space 4}-.4751322{col 77}{space 3} .2132193
{txt}{space 11}_Iccode_135 {c |}{col 24}{res}{space 2} .5116089{col 36}{space 2} .1383667{col 47}{space 1}    3.70{col 56}{space 3}0.000{col 64}{space 4} .2402938{col 77}{space 3} .7829241
{txt}{space 11}_Iccode_140 {c |}{col 24}{res}{space 2} .0138675{col 36}{space 2} .1553527{col 47}{space 1}    0.09{col 56}{space 3}0.929{col 64}{space 4}-.2907545{col 77}{space 3} .3184895
{txt}{space 11}_Iccode_145 {c |}{col 24}{res}{space 2} .1676099{col 36}{space 2} .1864615{col 47}{space 1}    0.90{col 56}{space 3}0.369{col 64}{space 4}-.1980114{col 77}{space 3} .5332313
{txt}{space 11}_Iccode_150 {c |}{col 24}{res}{space 2} .4396479{col 36}{space 2} .0933274{col 47}{space 1}    4.71{col 56}{space 3}0.000{col 64}{space 4} .2566476{col 77}{space 3} .6226482
{txt}{space 11}_Iccode_155 {c |}{col 24}{res}{space 2} .5255318{col 36}{space 2} .1508218{col 47}{space 1}    3.48{col 56}{space 3}0.001{col 64}{space 4} .2297942{col 77}{space 3} .8212694
{txt}{space 11}_Iccode_160 {c |}{col 24}{res}{space 2} .6511461{col 36}{space 2} .1704051{col 47}{space 1}    3.82{col 56}{space 3}0.000{col 64}{space 4} .3170086{col 77}{space 3} .9852835
{txt}{space 11}_Iccode_165 {c |}{col 24}{res}{space 2} .2428867{col 36}{space 2}  .121087{col 47}{space 1}    2.01{col 56}{space 3}0.045{col 64}{space 4} .0054543{col 77}{space 3} .4803192
{txt}{space 11}_Iccode_230 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_265 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_290 {c |}{col 24}{res}{space 2} .2801695{col 36}{space 2} .1154526{col 47}{space 1}    2.43{col 56}{space 3}0.015{col 64}{space 4} .0537853{col 77}{space 3} .5065538
{txt}{space 11}_Iccode_310 {c |}{col 24}{res}{space 2} .6562519{col 36}{space 2} .1456527{col 47}{space 1}    4.51{col 56}{space 3}0.000{col 64}{space 4} .3706499{col 77}{space 3} .9418538
{txt}{space 11}_Iccode_339 {c |}{col 24}{res}{space 2} .4545081{col 36}{space 2} .0985824{col 47}{space 1}    4.61{col 56}{space 3}0.000{col 64}{space 4} .2612037{col 77}{space 3} .6478125
{txt}{space 11}_Iccode_341 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_345 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_346 {c |}{col 24}{res}{space 2} .6027702{col 36}{space 2} .1621033{col 47}{space 1}    3.72{col 56}{space 3}0.000{col 64}{space 4} .2849113{col 77}{space 3} .9206292
{txt}{space 11}_Iccode_352 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_355 {c |}{col 24}{res}{space 2}-.0382192{col 36}{space 2} .1136978{col 47}{space 1}   -0.34{col 56}{space 3}0.737{col 64}{space 4}-.2611626{col 77}{space 3} .1847242
{txt}{space 11}_Iccode_360 {c |}{col 24}{res}{space 2} .1956699{col 36}{space 2} .1562241{col 47}{space 1}    1.25{col 56}{space 3}0.210{col 64}{space 4}-.1106607{col 77}{space 3} .5020005
{txt}{space 11}_Iccode_365 {c |}{col 24}{res}{space 2} .1946528{col 36}{space 2} .1050449{col 47}{space 1}    1.85{col 56}{space 3}0.064{col 64}{space 4}-.0113236{col 77}{space 3} .4006293
{txt}{space 11}_Iccode_370 {c |}{col 24}{res}{space 2} .1543291{col 36}{space 2} .1106993{col 47}{space 1}    1.39{col 56}{space 3}0.163{col 64}{space 4}-.0627346{col 77}{space 3} .3713928
{txt}{space 11}_Iccode_372 {c |}{col 24}{res}{space 2} .4271217{col 36}{space 2} .1294286{col 47}{space 1}    3.30{col 56}{space 3}0.001{col 64}{space 4} .1733327{col 77}{space 3} .6809107
{txt}{space 11}_Iccode_373 {c |}{col 24}{res}{space 2} .5581516{col 36}{space 2} .1170338{col 47}{space 1}    4.77{col 56}{space 3}0.000{col 64}{space 4} .3286669{col 77}{space 3} .7876364
{txt}{space 11}_Iccode_402 {c |}{col 24}{res}{space 2} .0335715{col 36}{space 2} .0978896{col 47}{space 1}    0.34{col 56}{space 3}0.732{col 64}{space 4}-.1583744{col 77}{space 3} .2255175
{txt}{space 11}_Iccode_403 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_404 {c |}{col 24}{res}{space 2} .4520436{col 36}{space 2}  .122271{col 47}{space 1}    3.70{col 56}{space 3}0.000{col 64}{space 4} .2122895{col 77}{space 3} .6917977
{txt}{space 11}_Iccode_411 {c |}{col 24}{res}{space 2} .5063725{col 36}{space 2} .1063119{col 47}{space 1}    4.76{col 56}{space 3}0.000{col 64}{space 4} .2979117{col 77}{space 3} .7148333
{txt}{space 11}_Iccode_420 {c |}{col 24}{res}{space 2} .2753031{col 36}{space 2} .1150629{col 47}{space 1}    2.39{col 56}{space 3}0.017{col 64}{space 4}  .049683{col 77}{space 3} .5009232
{txt}{space 11}_Iccode_432 {c |}{col 24}{res}{space 2} .0836356{col 36}{space 2}  .133881{col 47}{space 1}    0.62{col 56}{space 3}0.532{col 64}{space 4}-.1788838{col 77}{space 3} .3461549
{txt}{space 11}_Iccode_433 {c |}{col 24}{res}{space 2} .3133264{col 36}{space 2} .1013811{col 47}{space 1}    3.09{col 56}{space 3}0.002{col 64}{space 4} .1145341{col 77}{space 3} .5121187
{txt}{space 11}_Iccode_434 {c |}{col 24}{res}{space 2} .3193365{col 36}{space 2} .1060096{col 47}{space 1}    3.01{col 56}{space 3}0.003{col 64}{space 4} .1114686{col 77}{space 3} .5272045
{txt}{space 11}_Iccode_435 {c |}{col 24}{res}{space 2} .3642466{col 36}{space 2} .1037383{col 47}{space 1}    3.51{col 56}{space 3}0.000{col 64}{space 4} .1608323{col 77}{space 3} .5676608
{txt}{space 11}_Iccode_436 {c |}{col 24}{res}{space 2}  .392214{col 36}{space 2} .1100569{col 47}{space 1}    3.56{col 56}{space 3}0.000{col 64}{space 4} .1764099{col 77}{space 3}  .608018
{txt}{space 11}_Iccode_437 {c |}{col 24}{res}{space 2} .5123364{col 36}{space 2} .1036767{col 47}{space 1}    4.94{col 56}{space 3}0.000{col 64}{space 4} .3090429{col 77}{space 3}   .71563
{txt}{space 11}_Iccode_438 {c |}{col 24}{res}{space 2} .6278703{col 36}{space 2}  .102075{col 47}{space 1}    6.15{col 56}{space 3}0.000{col 64}{space 4} .4277174{col 77}{space 3} .8280232
{txt}{space 11}_Iccode_439 {c |}{col 24}{res}{space 2} .4752184{col 36}{space 2} .1025555{col 47}{space 1}    4.63{col 56}{space 3}0.000{col 64}{space 4} .2741233{col 77}{space 3} .6763135
{txt}{space 11}_Iccode_450 {c |}{col 24}{res}{space 2}-.3030793{col 36}{space 2} .1101666{col 47}{space 1}   -2.75{col 56}{space 3}0.006{col 64}{space 4}-.5190986{col 77}{space 3}  -.08706
{txt}{space 11}_Iccode_451 {c |}{col 24}{res}{space 2} .3975947{col 36}{space 2} .1277322{col 47}{space 1}    3.11{col 56}{space 3}0.002{col 64}{space 4}  .147132{col 77}{space 3} .6480573
{txt}{space 11}_Iccode_452 {c |}{col 24}{res}{space 2} .5250818{col 36}{space 2} .1186009{col 47}{space 1}    4.43{col 56}{space 3}0.000{col 64}{space 4} .2925241{col 77}{space 3} .7576394
{txt}{space 11}_Iccode_461 {c |}{col 24}{res}{space 2} .2769231{col 36}{space 2} .1154235{col 47}{space 1}    2.40{col 56}{space 3}0.016{col 64}{space 4}  .050596{col 77}{space 3} .5032503
{txt}{space 11}_Iccode_471 {c |}{col 24}{res}{space 2} .4927833{col 36}{space 2} .1052905{col 47}{space 1}    4.68{col 56}{space 3}0.000{col 64}{space 4} .2863254{col 77}{space 3} .6992412
{txt}{space 11}_Iccode_475 {c |}{col 24}{res}{space 2} .3363894{col 36}{space 2} .1328568{col 47}{space 1}    2.53{col 56}{space 3}0.011{col 64}{space 4} .0758782{col 77}{space 3} .5969006
{txt}{space 11}_Iccode_481 {c |}{col 24}{res}{space 2} .4306467{col 36}{space 2} .1107278{col 47}{space 1}    3.89{col 56}{space 3}0.000{col 64}{space 4}  .213527{col 77}{space 3} .6477665
{txt}{space 11}_Iccode_482 {c |}{col 24}{res}{space 2} .4874634{col 36}{space 2} .1182301{col 47}{space 1}    4.12{col 56}{space 3}0.000{col 64}{space 4}  .255633{col 77}{space 3} .7192938
{txt}{space 11}_Iccode_483 {c |}{col 24}{res}{space 2} .5887948{col 36}{space 2} .1090189{col 47}{space 1}    5.40{col 56}{space 3}0.000{col 64}{space 4}  .375026{col 77}{space 3} .8025636
{txt}{space 11}_Iccode_484 {c |}{col 24}{res}{space 2} .5259997{col 36}{space 2} .1195441{col 47}{space 1}    4.40{col 56}{space 3}0.000{col 64}{space 4} .2915926{col 77}{space 3} .7604068
{txt}{space 11}_Iccode_490 {c |}{col 24}{res}{space 2} .3694558{col 36}{space 2} .1187736{col 47}{space 1}    3.11{col 56}{space 3}0.002{col 64}{space 4} .1365597{col 77}{space 3} .6023519
{txt}{space 11}_Iccode_500 {c |}{col 24}{res}{space 2} .0730826{col 36}{space 2} .1014873{col 47}{space 1}    0.72{col 56}{space 3}0.472{col 64}{space 4}-.1259179{col 77}{space 3}  .272083
{txt}{space 11}_Iccode_501 {c |}{col 24}{res}{space 2} .4280038{col 36}{space 2} .1120512{col 47}{space 1}    3.82{col 56}{space 3}0.000{col 64}{space 4} .2082891{col 77}{space 3} .6477184
{txt}{space 11}_Iccode_510 {c |}{col 24}{res}{space 2} .3283848{col 36}{space 2} .1045915{col 47}{space 1}    3.14{col 56}{space 3}0.002{col 64}{space 4} .1232974{col 77}{space 3} .5334721
{txt}{space 11}_Iccode_516 {c |}{col 24}{res}{space 2} .0274231{col 36}{space 2}  .121633{col 47}{space 1}    0.23{col 56}{space 3}0.822{col 64}{space 4}-.2110799{col 77}{space 3} .2659261
{txt}{space 11}_Iccode_517 {c |}{col 24}{res}{space 2} .1974954{col 36}{space 2} .1194722{col 47}{space 1}    1.65{col 56}{space 3}0.098{col 64}{space 4}-.0367706{col 77}{space 3} .4317614
{txt}{space 11}_Iccode_520 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_522 {c |}{col 24}{res}{space 2} .3743478{col 36}{space 2} .1143997{col 47}{space 1}    3.27{col 56}{space 3}0.001{col 64}{space 4} .1500281{col 77}{space 3} .5986675
{txt}{space 11}_Iccode_530 {c |}{col 24}{res}{space 2} .4360288{col 36}{space 2} .1024816{col 47}{space 1}    4.25{col 56}{space 3}0.000{col 64}{space 4} .2350787{col 77}{space 3} .6369789
{txt}{space 11}_Iccode_531 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_540 {c |}{col 24}{res}{space 2} .4817705{col 36}{space 2} .1018048{col 47}{space 1}    4.73{col 56}{space 3}0.000{col 64}{space 4} .2821474{col 77}{space 3} .6813936
{txt}{space 11}_Iccode_541 {c |}{col 24}{res}{space 2} .1325694{col 36}{space 2} .1055268{col 47}{space 1}    1.26{col 56}{space 3}0.209{col 64}{space 4}-.0743519{col 77}{space 3} .3394908
{txt}{space 11}_Iccode_551 {c |}{col 24}{res}{space 2} .1608819{col 36}{space 2} .1128754{col 47}{space 1}    1.43{col 56}{space 3}0.154{col 64}{space 4}-.0604489{col 77}{space 3} .3822127
{txt}{space 11}_Iccode_552 {c |}{col 24}{res}{space 2} .0861498{col 36}{space 2} .1092583{col 47}{space 1}    0.79{col 56}{space 3}0.430{col 64}{space 4}-.1280885{col 77}{space 3}  .300388
{txt}{space 11}_Iccode_553 {c |}{col 24}{res}{space 2} .4911168{col 36}{space 2} .1106597{col 47}{space 1}    4.44{col 56}{space 3}0.000{col 64}{space 4} .2741306{col 77}{space 3} .7081029
{txt}{space 11}_Iccode_560 {c |}{col 24}{res}{space 2}  .235504{col 36}{space 2} .1090307{col 47}{space 1}    2.16{col 56}{space 3}0.031{col 64}{space 4}  .021712{col 77}{space 3} .4492959
{txt}{space 11}_Iccode_565 {c |}{col 24}{res}{space 2} .0679522{col 36}{space 2} .0989311{col 47}{space 1}    0.69{col 56}{space 3}0.492{col 64}{space 4}-.1260361{col 77}{space 3} .2619404
{txt}{space 11}_Iccode_570 {c |}{col 24}{res}{space 2} .2845799{col 36}{space 2} .1147225{col 47}{space 1}    2.48{col 56}{space 3}0.013{col 64}{space 4} .0596272{col 77}{space 3} .5095325
{txt}{space 11}_Iccode_571 {c |}{col 24}{res}{space 2} .0544517{col 36}{space 2} .1002297{col 47}{space 1}    0.54{col 56}{space 3}0.587{col 64}{space 4}-.1420829{col 77}{space 3} .2509862
{txt}{space 11}_Iccode_572 {c |}{col 24}{res}{space 2} .2828508{col 36}{space 2}  .098267{col 47}{space 1}    2.88{col 56}{space 3}0.004{col 64}{space 4} .0901648{col 77}{space 3} .4755367
{txt}{space 11}_Iccode_580 {c |}{col 24}{res}{space 2} .3970224{col 36}{space 2} .1215042{col 47}{space 1}    3.27{col 56}{space 3}0.001{col 64}{space 4} .1587719{col 77}{space 3}  .635273
{txt}{space 11}_Iccode_581 {c |}{col 24}{res}{space 2} .0957378{col 36}{space 2} .0955786{col 47}{space 1}    1.00{col 56}{space 3}0.317{col 64}{space 4}-.0916767{col 77}{space 3} .2831522
{txt}{space 11}_Iccode_591 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_600 {c |}{col 24}{res}{space 2}-.0394472{col 36}{space 2} .1100896{col 47}{space 1}   -0.36{col 56}{space 3}0.720{col 64}{space 4}-.2553155{col 77}{space 3}  .176421
{txt}{space 11}_Iccode_615 {c |}{col 24}{res}{space 2} .4173088{col 36}{space 2} .1129468{col 47}{space 1}    3.69{col 56}{space 3}0.000{col 64}{space 4}  .195838{col 77}{space 3} .6387796
{txt}{space 11}_Iccode_616 {c |}{col 24}{res}{space 2} .1145719{col 36}{space 2}  .108515{col 47}{space 1}    1.06{col 56}{space 3}0.291{col 64}{space 4}-.0982088{col 77}{space 3} .3273526
{txt}{space 11}_Iccode_620 {c |}{col 24}{res}{space 2} .5483898{col 36}{space 2} .0959737{col 47}{space 1}    5.71{col 56}{space 3}0.000{col 64}{space 4} .3602005{col 77}{space 3}  .736579
{txt}{space 11}_Iccode_625 {c |}{col 24}{res}{space 2} .2238865{col 36}{space 2} .0934138{col 47}{space 1}    2.40{col 56}{space 3}0.017{col 64}{space 4} .0407169{col 77}{space 3} .4070561
{txt}{space 11}_Iccode_630 {c |}{col 24}{res}{space 2} .4936599{col 36}{space 2}  .089911{col 47}{space 1}    5.49{col 56}{space 3}0.000{col 64}{space 4} .3173586{col 77}{space 3} .6699612
{txt}{space 11}_Iccode_640 {c |}{col 24}{res}{space 2} .8077928{col 36}{space 2}  .091797{col 47}{space 1}    8.80{col 56}{space 3}0.000{col 64}{space 4} .6277933{col 77}{space 3} .9877922
{txt}{space 11}_Iccode_645 {c |}{col 24}{res}{space 2} .7591855{col 36}{space 2} .1018128{col 47}{space 1}    7.46{col 56}{space 3}0.000{col 64}{space 4} .5595469{col 77}{space 3} .9588242
{txt}{space 11}_Iccode_651 {c |}{col 24}{res}{space 2} .1826408{col 36}{space 2}    .1077{col 47}{space 1}    1.70{col 56}{space 3}0.090{col 64}{space 4}-.0285418{col 77}{space 3} .3938234
{txt}{space 11}_Iccode_652 {c |}{col 24}{res}{space 2} .5033997{col 36}{space 2}   .09243{col 47}{space 1}    5.45{col 56}{space 3}0.000{col 64}{space 4} .3221591{col 77}{space 3} .6846403
{txt}{space 11}_Iccode_660 {c |}{col 24}{res}{space 2} .3477393{col 36}{space 2} .0867082{col 47}{space 1}    4.01{col 56}{space 3}0.000{col 64}{space 4} .1777183{col 77}{space 3} .5177603
{txt}{space 11}_Iccode_663 {c |}{col 24}{res}{space 2} .4062126{col 36}{space 2} .1102802{col 47}{space 1}    3.68{col 56}{space 3}0.000{col 64}{space 4} .1899707{col 77}{space 3} .6224545
{txt}{space 11}_Iccode_670 {c |}{col 24}{res}{space 2} .5745428{col 36}{space 2} .0985264{col 47}{space 1}    5.83{col 56}{space 3}0.000{col 64}{space 4} .3813481{col 77}{space 3} .7677374
{txt}{space 11}_Iccode_679 {c |}{col 24}{res}{space 2}  .512811{col 36}{space 2} .1287623{col 47}{space 1}    3.98{col 56}{space 3}0.000{col 64}{space 4} .2603286{col 77}{space 3} .7652934
{txt}{space 11}_Iccode_680 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_690 {c |}{col 24}{res}{space 2} .2677627{col 36}{space 2} .1032633{col 47}{space 1}    2.59{col 56}{space 3}0.010{col 64}{space 4} .0652797{col 77}{space 3} .4702458
{txt}{space 11}_Iccode_694 {c |}{col 24}{res}{space 2} .3864277{col 36}{space 2} .1066071{col 47}{space 1}    3.62{col 56}{space 3}0.000{col 64}{space 4} .1773881{col 77}{space 3} .5954674
{txt}{space 11}_Iccode_698 {c |}{col 24}{res}{space 2} .2185569{col 36}{space 2} .0994925{col 47}{space 1}    2.20{col 56}{space 3}0.028{col 64}{space 4}  .023468{col 77}{space 3} .4136458
{txt}{space 11}_Iccode_700 {c |}{col 24}{res}{space 2} .3459845{col 36}{space 2}  .116143{col 47}{space 1}    2.98{col 56}{space 3}0.003{col 64}{space 4} .1182465{col 77}{space 3} .5737225
{txt}{space 11}_Iccode_701 {c |}{col 24}{res}{space 2} .5462712{col 36}{space 2} .1022778{col 47}{space 1}    5.34{col 56}{space 3}0.000{col 64}{space 4} .3457207{col 77}{space 3} .7468218
{txt}{space 11}_Iccode_702 {c |}{col 24}{res}{space 2}  .575492{col 36}{space 2} .1178227{col 47}{space 1}    4.88{col 56}{space 3}0.000{col 64}{space 4} .3444603{col 77}{space 3} .8065237
{txt}{space 11}_Iccode_703 {c |}{col 24}{res}{space 2} .2943569{col 36}{space 2} .0975536{col 47}{space 1}    3.02{col 56}{space 3}0.003{col 64}{space 4} .1030697{col 77}{space 3} .4856441
{txt}{space 11}_Iccode_704 {c |}{col 24}{res}{space 2}  .341797{col 36}{space 2} .1062221{col 47}{space 1}    3.22{col 56}{space 3}0.001{col 64}{space 4} .1335123{col 77}{space 3} .5500818
{txt}{space 11}_Iccode_705 {c |}{col 24}{res}{space 2} .0661766{col 36}{space 2} .1164635{col 47}{space 1}    0.57{col 56}{space 3}0.570{col 64}{space 4}-.1621898{col 77}{space 3}  .294543
{txt}{space 11}_Iccode_710 {c |}{col 24}{res}{space 2} .3133809{col 36}{space 2} .0975635{col 47}{space 1}    3.21{col 56}{space 3}0.001{col 64}{space 4} .1220742{col 77}{space 3} .5046875
{txt}{space 11}_Iccode_712 {c |}{col 24}{res}{space 2}-.0814115{col 36}{space 2} .1118654{col 47}{space 1}   -0.73{col 56}{space 3}0.467{col 64}{space 4}-.3007619{col 77}{space 3} .1379388
{txt}{space 11}_Iccode_713 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_731 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_732 {c |}{col 24}{res}{space 2}-.0523898{col 36}{space 2} .1315265{col 47}{space 1}   -0.40{col 56}{space 3}0.690{col 64}{space 4}-.3102925{col 77}{space 3} .2055128
{txt}{space 11}_Iccode_760 {c |}{col 24}{res}{space 2}-.2821713{col 36}{space 2} .1464792{col 47}{space 1}   -1.93{col 56}{space 3}0.054{col 64}{space 4}-.5693937{col 77}{space 3} .0050511
{txt}{space 11}_Iccode_770 {c |}{col 24}{res}{space 2} .1794057{col 36}{space 2} .1274189{col 47}{space 1}    1.41{col 56}{space 3}0.159{col 64}{space 4}-.0704426{col 77}{space 3} .4292541
{txt}{space 11}_Iccode_771 {c |}{col 24}{res}{space 2} .3218983{col 36}{space 2} .1544754{col 47}{space 1}    2.08{col 56}{space 3}0.037{col 64}{space 4} .0189965{col 77}{space 3} .6248002
{txt}{space 11}_Iccode_775 {c |}{col 24}{res}{space 2} .1205464{col 36}{space 2} .0950856{col 47}{space 1}    1.27{col 56}{space 3}0.205{col 64}{space 4}-.0659013{col 77}{space 3}  .306994
{txt}{space 11}_Iccode_780 {c |}{col 24}{res}{space 2} .1601218{col 36}{space 2}  .135564{col 47}{space 1}    1.18{col 56}{space 3}0.238{col 64}{space 4}-.1056978{col 77}{space 3} .4259413
{txt}{space 11}_Iccode_790 {c |}{col 24}{res}{space 2} .5481686{col 36}{space 2} .1289651{col 47}{space 1}    4.25{col 56}{space 3}0.000{col 64}{space 4} .2952885{col 77}{space 3} .8010486
{txt}{space 11}_Iccode_800 {c |}{col 24}{res}{space 2}  .360519{col 36}{space 2} .1311272{col 47}{space 1}    2.75{col 56}{space 3}0.006{col 64}{space 4} .1033994{col 77}{space 3} .6176386
{txt}{space 11}_Iccode_811 {c |}{col 24}{res}{space 2}  .444591{col 36}{space 2} .1008767{col 47}{space 1}    4.41{col 56}{space 3}0.000{col 64}{space 4} .2467879{col 77}{space 3} .6423942
{txt}{space 11}_Iccode_812 {c |}{col 24}{res}{space 2} .5026789{col 36}{space 2} .1101805{col 47}{space 1}    4.56{col 56}{space 3}0.000{col 64}{space 4} .2866324{col 77}{space 3} .7187253
{txt}{space 11}_Iccode_816 {c |}{col 24}{res}{space 2} .4432226{col 36}{space 2} .1045399{col 47}{space 1}    4.24{col 56}{space 3}0.000{col 64}{space 4} .2382364{col 77}{space 3} .6482088
{txt}{space 11}_Iccode_820 {c |}{col 24}{res}{space 2} .2873357{col 36}{space 2} .0956198{col 47}{space 1}    3.00{col 56}{space 3}0.003{col 64}{space 4} .0998405{col 77}{space 3} .4748309
{txt}{space 11}_Iccode_830 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_840 {c |}{col 24}{res}{space 2} .3067953{col 36}{space 2} .1197767{col 47}{space 1}    2.56{col 56}{space 3}0.010{col 64}{space 4} .0719322{col 77}{space 3} .5416584
{txt}{space 11}_Iccode_850 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_950 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iyear_1973 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iyear_1974 {c |}{col 24}{res}{space 2}-.0247169{col 36}{space 2}  .067714{col 47}{space 1}   -0.37{col 56}{space 3}0.715{col 64}{space 4}-.1574932{col 77}{space 3} .1080594
{txt}{space 11}_Iyear_1975 {c |}{col 24}{res}{space 2}  .005934{col 36}{space 2} .0663383{col 47}{space 1}    0.09{col 56}{space 3}0.929{col 64}{space 4}-.1241449{col 77}{space 3} .1360129
{txt}{space 11}_Iyear_1976 {c |}{col 24}{res}{space 2} .0497883{col 36}{space 2} .0690117{col 47}{space 1}    0.72{col 56}{space 3}0.471{col 64}{space 4}-.0855327{col 77}{space 3} .1851093
{txt}{space 11}_Iyear_1977 {c |}{col 24}{res}{space 2} .0830488{col 36}{space 2} .0716224{col 47}{space 1}    1.16{col 56}{space 3}0.246{col 64}{space 4}-.0573914{col 77}{space 3} .2234889
{txt}{space 11}_Iyear_1978 {c |}{col 24}{res}{space 2}-.0111293{col 36}{space 2} .0692885{col 47}{space 1}   -0.16{col 56}{space 3}0.872{col 64}{space 4} -.146993{col 77}{space 3} .1247344
{txt}{space 11}_Iyear_1979 {c |}{col 24}{res}{space 2} .1031641{col 36}{space 2} .0693299{col 47}{space 1}    1.49{col 56}{space 3}0.137{col 64}{space 4}-.0327808{col 77}{space 3} .2391091
{txt}{space 11}_Iyear_1980 {c |}{col 24}{res}{space 2} .1832654{col 36}{space 2} .0689733{col 47}{space 1}    2.66{col 56}{space 3}0.008{col 64}{space 4} .0480197{col 77}{space 3} .3185111
{txt}{space 11}_Iyear_1981 {c |}{col 24}{res}{space 2} .2178956{col 36}{space 2} .0703974{col 47}{space 1}    3.10{col 56}{space 3}0.002{col 64}{space 4} .0798574{col 77}{space 3} .3559338
{txt}{space 11}_Iyear_1982 {c |}{col 24}{res}{space 2} .1964736{col 36}{space 2} .0718055{col 47}{space 1}    2.74{col 56}{space 3}0.006{col 64}{space 4} .0556744{col 77}{space 3} .3372728
{txt}{space 11}_Iyear_1983 {c |}{col 24}{res}{space 2} .1852884{col 36}{space 2} .0699721{col 47}{space 1}    2.65{col 56}{space 3}0.008{col 64}{space 4} .0480842{col 77}{space 3} .3224926
{txt}{space 11}_Iyear_1984 {c |}{col 24}{res}{space 2} .0711754{col 36}{space 2} .0682275{col 47}{space 1}    1.04{col 56}{space 3}0.297{col 64}{space 4}-.0626078{col 77}{space 3} .2049587
{txt}{space 11}_Iyear_1985 {c |}{col 24}{res}{space 2} .0972157{col 36}{space 2} .0668847{col 47}{space 1}    1.45{col 56}{space 3}0.146{col 64}{space 4}-.0339347{col 77}{space 3} .2283661
{txt}{space 11}_Iyear_1986 {c |}{col 24}{res}{space 2} .1574078{col 36}{space 2} .0685365{col 47}{space 1}    2.30{col 56}{space 3}0.022{col 64}{space 4} .0230186{col 77}{space 3}  .291797
{txt}{space 11}_Iyear_1987 {c |}{col 24}{res}{space 2}  .176109{col 36}{space 2} .0713876{col 47}{space 1}    2.47{col 56}{space 3}0.014{col 64}{space 4} .0361293{col 77}{space 3} .3160888
{txt}{space 11}_Iyear_1988 {c |}{col 24}{res}{space 2}  .215243{col 36}{space 2} .0694408{col 47}{space 1}    3.10{col 56}{space 3}0.002{col 64}{space 4} .0790806{col 77}{space 3} .3514055
{txt}{space 11}_Iyear_1989 {c |}{col 24}{res}{space 2} .2439937{col 36}{space 2} .0692911{col 47}{space 1}    3.52{col 56}{space 3}0.000{col 64}{space 4} .1081247{col 77}{space 3} .3798626
{txt}{space 11}_Iyear_1990 {c |}{col 24}{res}{space 2}  .211493{col 36}{space 2} .0693368{col 47}{space 1}    3.05{col 56}{space 3}0.002{col 64}{space 4} .0755346{col 77}{space 3} .3474515
{txt}{space 11}_Iyear_1991 {c |}{col 24}{res}{space 2}   .15659{col 36}{space 2} .0732956{col 47}{space 1}    2.14{col 56}{space 3}0.033{col 64}{space 4}  .012869{col 77}{space 3} .3003111
{txt}{space 11}_Iyear_1992 {c |}{col 24}{res}{space 2} .1237314{col 36}{space 2} .0764171{col 47}{space 1}    1.62{col 56}{space 3}0.106{col 64}{space 4}-.0261105{col 77}{space 3} .2735733
{txt}{space 11}_Iyear_1993 {c |}{col 24}{res}{space 2} .0636774{col 36}{space 2} .0726722{col 47}{space 1}    0.88{col 56}{space 3}0.381{col 64}{space 4}-.0788213{col 77}{space 3} .2061761
{txt}{space 11}_Iyear_1994 {c |}{col 24}{res}{space 2}  .145434{col 36}{space 2} .0730694{col 47}{space 1}    1.99{col 56}{space 3}0.047{col 64}{space 4} .0021566{col 77}{space 3} .2887114
{txt}{space 11}_Iyear_1995 {c |}{col 24}{res}{space 2} .2058958{col 36}{space 2} .0729603{col 47}{space 1}    2.82{col 56}{space 3}0.005{col 64}{space 4} .0628324{col 77}{space 3} .3489593
{txt}{space 11}_Iyear_1996 {c |}{col 24}{res}{space 2}  .222593{col 36}{space 2} .0689732{col 47}{space 1}    3.23{col 56}{space 3}0.001{col 64}{space 4} .0873475{col 77}{space 3} .3578386
{txt}{space 11}_Iyear_1997 {c |}{col 24}{res}{space 2} .1563251{col 36}{space 2} .0694943{col 47}{space 1}    2.25{col 56}{space 3}0.025{col 64}{space 4} .0200578{col 77}{space 3} .2925923
{txt}{space 11}_Iyear_1998 {c |}{col 24}{res}{space 2} .1432171{col 36}{space 2} .0694282{col 47}{space 1}    2.06{col 56}{space 3}0.039{col 64}{space 4} .0070795{col 77}{space 3} .2793547
{txt}{space 11}_Iyear_1999 {c |}{col 24}{res}{space 2} .0204349{col 36}{space 2} .0702037{col 47}{space 1}    0.29{col 56}{space 3}0.771{col 64}{space 4}-.1172235{col 77}{space 3} .1580933
{txt}{space 11}_Iyear_2000 {c |}{col 24}{res}{space 2}-.0360214{col 36}{space 2} .0722838{col 47}{space 1}   -0.50{col 56}{space 3}0.618{col 64}{space 4}-.1777584{col 77}{space 3} .1057156
{txt}{space 11}_Iyear_2001 {c |}{col 24}{res}{space 2} .1204158{col 36}{space 2} .0682103{col 47}{space 1}    1.77{col 56}{space 3}0.078{col 64}{space 4}-.0133337{col 77}{space 3} .2541654
{txt}{space 11}_Iyear_2002 {c |}{col 24}{res}{space 2} .1123011{col 36}{space 2} .0670958{col 47}{space 1}    1.67{col 56}{space 3}0.094{col 64}{space 4} -.019263{col 77}{space 3} .2438653
{txt}{space 11}_Iyear_2003 {c |}{col 24}{res}{space 2} .0594978{col 36}{space 2} .0678621{col 47}{space 1}    0.88{col 56}{space 3}0.381{col 64}{space 4} -.073569{col 77}{space 3} .1925645
{txt}{space 11}_Iyear_2004 {c |}{col 24}{res}{space 2} .0213423{col 36}{space 2} .0678985{col 47}{space 1}    0.31{col 56}{space 3}0.753{col 64}{space 4}-.1117959{col 77}{space 3} .1544806
{txt}{space 11}_Iyear_2005 {c |}{col 24}{res}{space 2} -.047623{col 36}{space 2} .0713883{col 47}{space 1}   -0.67{col 56}{space 3}0.505{col 64}{space 4}-.1876041{col 77}{space 3} .0923582
{txt}{space 11}_Iyear_2006 {c |}{col 24}{res}{space 2}  -.01681{col 36}{space 2}  .074357{col 47}{space 1}   -0.23{col 56}{space 3}0.821{col 64}{space 4}-.1626123{col 77}{space 3} .1289923
{txt}{space 11}_Iyear_2007 {c |}{col 24}{res}{space 2}  .074303{col 36}{space 2} .0726896{col 47}{space 1}    1.02{col 56}{space 3}0.307{col 64}{space 4}-.0682298{col 77}{space 3} .2168358
{txt}{space 11}_Iyear_2008 {c |}{col 24}{res}{space 2} .1225957{col 36}{space 2} .0738841{col 47}{space 1}    1.66{col 56}{space 3}0.097{col 64}{space 4}-.0222793{col 77}{space 3} .2674706
{txt}{space 11}_Iyear_2009 {c |}{col 24}{res}{space 2}  .278817{col 36}{space 2} .0744828{col 47}{space 1}    3.74{col 56}{space 3}0.000{col 64}{space 4} .1327681{col 77}{space 3}  .424866
{txt}{space 11}_Iyear_2010 {c |}{col 24}{res}{space 2} .1713455{col 36}{space 2} .0727235{col 47}{space 1}    2.36{col 56}{space 3}0.019{col 64}{space 4} .0287462{col 77}{space 3} .3139447
{txt}{space 11}_Iyear_2011 {c |}{col 24}{res}{space 2} .1049187{col 36}{space 2} .0773873{col 47}{space 1}    1.36{col 56}{space 3}0.175{col 64}{space 4}-.0468254{col 77}{space 3} .2566629
{txt}{space 11}_Iyear_2012 {c |}{col 24}{res}{space 2} .1369211{col 36}{space 2} .0767896{col 47}{space 1}    1.78{col 56}{space 3}0.075{col 64}{space 4}-.0136512{col 77}{space 3} .2874934
{txt}{space 11}_Iyear_2013 {c |}{col 24}{res}{space 2} .0083798{col 36}{space 2} .0761501{col 47}{space 1}    0.11{col 56}{space 3}0.912{col 64}{space 4}-.1409385{col 77}{space 3} .1576981
{txt}{space 11}_Iyear_2014 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 17}_cons {c |}{col 24}{res}{space 2}  .065372{col 36}{space 2} .1815479{col 47}{space 1}    0.36{col 56}{space 3}0.719{col 64}{space 4}-.2906147{col 77}{space 3} .4213586
{txt}{hline 23}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
F test of excluded instruments:
  F(  1,  2705) = {res}   60.84
{txt}  Prob > F      = {res}  0.0000
{help ivreg2##swstats:Sanderson-Windmeijer multivariate F test of excluded instruments:}
{txt}  F(  1,  2705) = {res}   60.84
{txt}  Prob > F      = {res}  0.0000



{txt}Summary results for first-stage regressions
{hline 43}

{col 44}{help ivreg2##swstats:(Underid)}{col 65}{help ivreg2##swstats:(Weak id)}
Variable     |{col 16}{help ivreg2##swstats:F}({res}{col 17}  1{txt},{res}  2705{txt})  P-val{col 37}|{col 39}{help ivreg2##swstats:SW Chi-sq}({res}  1{txt}) P-val{col 60}|{col 62}{help ivreg2##swstats:SW F}({res}{col 67}  1{txt},{res}  2705{txt})
{res}imfprogram_u{col 14}{txt}|{col 18}{res}   60.84{col 28}  0.0000{col 37}{txt}|{col 42}{res}   64.28{col 51}  0.0000{col 60}{txt}|{col 65}{res}   60.84

{txt}NB: first-stage test statistics heteroskedasticity-robust

Stock-Yogo weak ID F test critical values for single endogenous regressor:
{res}{txt}{col 36}10% maximal IV size{res}{col 67} 16.38
{txt}{col 36}15% maximal IV size{res}{col 67}  8.96
{txt}{col 36}20% maximal IV size{res}{col 67}  6.66
{txt}{col 36}25% maximal IV size{res}{col 67}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for i.i.d. errors only.

{help ivreg2##idtest:Underidentification test}
Ho: matrix of reduced form coefficients has rank=K1-1 (underidentified)
Ha: matrix has rank=K1 (identified)
{res}Kleibergen-Paap rk LM statistic{txt}{col 42}Chi-sq({res}1{txt})={res}65.27  {col 61}{txt}P-val={res}0.0000

{help ivreg2##widtest:Weak identification test}
{txt}Ho: equation is weakly identified
{res}Cragg-Donald Wald F statistic{col 65}   56.65
Kleibergen-Paap Wald rk F statistic{col 65}   60.84

{txt}Stock-Yogo weak ID test critical values for K1=1 and L1=1:
{res}{txt}{col 36}10% maximal IV size{res}{col 67} 16.38
{txt}{col 36}15% maximal IV size{res}{col 67}  8.96
{txt}{col 36}20% maximal IV size{res}{col 67}  6.66
{txt}{col 36}25% maximal IV size{res}{col 67}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.

{help ivreg2##wirobust:Weak-instrument-robust inference}
Tests of joint significance of endogenous regressors B1 in main equation
Ho: B1=0 and orthogonality conditions are valid
{res}Anderson-Rubin Wald test{txt}{col 36}F({res}1{txt},{res}2705{txt})={col 49}{res}   4.61{col 61}{txt}P-val={res}0.0319
Anderson-Rubin Wald test{txt}{col 36}Chi-sq({res}1{txt})={col 49}{res}   4.87{col 61}{txt}P-val={res}0.0273
Stock-Wright LM S statistic{txt}{col 36}Chi-sq({res}1{txt})={col 49}{res}      .{col 61}{txt}P-val={res}     .

{txt}NB: Underidentification, weak identification and weak-identification-robust
    test statistics heteroskedasticity-robust

Number of observations               N  = {res}      2858
{txt}Number of regressors                 K  = {res}       153
{txt}Number of endogenous regressors      K1 = {res}         1
{txt}Number of instruments                L  = {res}       153
{txt}Number of excluded instruments       L1 = {res}         1

{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2858
{txt}{col 55}F(152,  2705) = {res} 1255.21
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res}  3196.52061{txt}{col 55}Centered R2   = {res}  0.9639
{txt}Total (uncentered) SS   = {res} 5057.597112{txt}{col 55}Uncentered R2 = {res}  0.9772
{txt}Residual SS             = {res} 115.5084868{txt}{col 55}Root MSE      = {res}    .201

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.1568399{col 30}{space 2} .0747599{col 41}{space 1}   -2.10{col 50}{space 3}0.036{col 58}{space 4}-.3033665{col 71}{space 3}-.0103132
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8640132{col 30}{space 2} .0154916{col 41}{space 1}   55.77{col 50}{space 3}0.000{col 58}{space 4} .8336502{col 71}{space 3} .8943763
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0310538{col 30}{space 2} .0835046{col 41}{space 1}    0.37{col 50}{space 3}0.710{col 58}{space 4}-.1326122{col 71}{space 3} .1947197
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0037266{col 30}{space 2} .0186942{col 41}{space 1}    0.20{col 50}{space 3}0.842{col 58}{space 4}-.0329134{col 71}{space 3} .0403666
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2}   .37411{col 30}{space 2} .0990421{col 41}{space 1}    3.78{col 50}{space 3}0.000{col 58}{space 4} .1799911{col 71}{space 3} .5682289
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0197323{col 30}{space 2} .0096977{col 41}{space 1}   -2.03{col 50}{space 3}0.042{col 58}{space 4}-.0387395{col 71}{space 3}-.0007251
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0369422{col 30}{space 2} .0045078{col 41}{space 1}   -8.20{col 50}{space 3}0.000{col 58}{space 4}-.0457774{col 71}{space 3} -.028107
{txt}{space 6}_Iccode_41 {c |}{col 18}{res}{space 2} .0839945{col 30}{space 2} .0686659{col 41}{space 1}    1.22{col 50}{space 3}0.221{col 58}{space 4}-.0505882{col 71}{space 3} .2185773
{txt}{space 6}_Iccode_70 {c |}{col 18}{res}{space 2}-.0409177{col 30}{space 2} .0576187{col 41}{space 1}   -0.71{col 50}{space 3}0.478{col 58}{space 4}-.1538483{col 71}{space 3} .0720129
{txt}{space 6}_Iccode_90 {c |}{col 18}{res}{space 2} .0621078{col 30}{space 2} .0614941{col 41}{space 1}    1.01{col 50}{space 3}0.313{col 58}{space 4}-.0584184{col 71}{space 3}  .182634
{txt}{space 6}_Iccode_91 {c |}{col 18}{res}{space 2}-.0068323{col 30}{space 2} .0878122{col 41}{space 1}   -0.08{col 50}{space 3}0.938{col 58}{space 4}-.1789411{col 71}{space 3} .1652765
{txt}{space 6}_Iccode_92 {c |}{col 18}{res}{space 2} -.066518{col 30}{space 2} .0787364{col 41}{space 1}   -0.84{col 50}{space 3}0.398{col 58}{space 4}-.2208385{col 71}{space 3} .0878025
{txt}{space 6}_Iccode_93 {c |}{col 18}{res}{space 2}-.0589286{col 30}{space 2} .0398214{col 41}{space 1}   -1.48{col 50}{space 3}0.139{col 58}{space 4}-.1369771{col 71}{space 3} .0191198
{txt}{space 6}_Iccode_95 {c |}{col 18}{res}{space 2} .0425985{col 30}{space 2} .0660067{col 41}{space 1}    0.65{col 50}{space 3}0.519{col 58}{space 4}-.0867722{col 71}{space 3} .1719691
{txt}{space 5}_Iccode_110 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_115 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_130 {c |}{col 18}{res}{space 2} .0185389{col 30}{space 2}  .049135{col 41}{space 1}    0.38{col 50}{space 3}0.706{col 58}{space 4} -.077764{col 71}{space 3} .1148418
{txt}{space 5}_Iccode_135 {c |}{col 18}{res}{space 2} .0905169{col 30}{space 2} .0731646{col 41}{space 1}    1.24{col 50}{space 3}0.216{col 58}{space 4}-.0528831{col 71}{space 3} .2339169
{txt}{space 5}_Iccode_140 {c |}{col 18}{res}{space 2}-.0148989{col 30}{space 2} .0464242{col 41}{space 1}   -0.32{col 50}{space 3}0.748{col 58}{space 4}-.1058886{col 71}{space 3} .0760908
{txt}{space 5}_Iccode_145 {c |}{col 18}{res}{space 2}-.0149149{col 30}{space 2} .0542793{col 41}{space 1}   -0.27{col 50}{space 3}0.783{col 58}{space 4}-.1213004{col 71}{space 3} .0914707
{txt}{space 5}_Iccode_150 {c |}{col 18}{res}{space 2} .0233412{col 30}{space 2} .0527656{col 41}{space 1}    0.44{col 50}{space 3}0.658{col 58}{space 4}-.0800775{col 71}{space 3} .1267599
{txt}{space 5}_Iccode_155 {c |}{col 18}{res}{space 2} .0743927{col 30}{space 2} .0661401{col 41}{space 1}    1.12{col 50}{space 3}0.261{col 58}{space 4}-.0552396{col 71}{space 3}  .204025
{txt}{space 5}_Iccode_160 {c |}{col 18}{res}{space 2}-.1205607{col 30}{space 2} .2184919{col 41}{space 1}   -0.55{col 50}{space 3}0.581{col 58}{space 4} -.548797{col 71}{space 3} .3076756
{txt}{space 5}_Iccode_165 {c |}{col 18}{res}{space 2} .0151842{col 30}{space 2} .0715742{col 41}{space 1}    0.21{col 50}{space 3}0.832{col 58}{space 4}-.1250988{col 71}{space 3} .1554671
{txt}{space 5}_Iccode_230 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_265 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_290 {c |}{col 18}{res}{space 2} .1195308{col 30}{space 2} .0784171{col 41}{space 1}    1.52{col 50}{space 3}0.127{col 58}{space 4} -.034164{col 71}{space 3} .2732255
{txt}{space 5}_Iccode_310 {c |}{col 18}{res}{space 2} .2768424{col 30}{space 2} .0817097{col 41}{space 1}    3.39{col 50}{space 3}0.001{col 58}{space 4} .1166942{col 71}{space 3} .4369905
{txt}{space 5}_Iccode_339 {c |}{col 18}{res}{space 2} .1031714{col 30}{space 2} .0550115{col 41}{space 1}    1.88{col 50}{space 3}0.061{col 58}{space 4}-.0046491{col 71}{space 3} .2109919
{txt}{space 5}_Iccode_341 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_345 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_346 {c |}{col 18}{res}{space 2} .2365926{col 30}{space 2} .1620556{col 41}{space 1}    1.46{col 50}{space 3}0.144{col 58}{space 4}-.0810305{col 71}{space 3} .5542158
{txt}{space 5}_Iccode_352 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_355 {c |}{col 18}{res}{space 2} .2914855{col 30}{space 2} .0922915{col 41}{space 1}    3.16{col 50}{space 3}0.002{col 58}{space 4} .1105974{col 71}{space 3} .4723735
{txt}{space 5}_Iccode_360 {c |}{col 18}{res}{space 2} .0455171{col 30}{space 2} .0592962{col 41}{space 1}    0.77{col 50}{space 3}0.443{col 58}{space 4}-.0707014{col 71}{space 3} .1617355
{txt}{space 5}_Iccode_365 {c |}{col 18}{res}{space 2}-.1322887{col 30}{space 2} .0501943{col 41}{space 1}   -2.64{col 50}{space 3}0.008{col 58}{space 4}-.2306677{col 71}{space 3}-.0339097
{txt}{space 5}_Iccode_370 {c |}{col 18}{res}{space 2}-.0915733{col 30}{space 2} .0493923{col 41}{space 1}   -1.85{col 50}{space 3}0.064{col 58}{space 4}-.1883804{col 71}{space 3} .0052338
{txt}{space 5}_Iccode_372 {c |}{col 18}{res}{space 2}-.0067212{col 30}{space 2} .0578232{col 41}{space 1}   -0.12{col 50}{space 3}0.907{col 58}{space 4}-.1200526{col 71}{space 3} .1066102
{txt}{space 5}_Iccode_373 {c |}{col 18}{res}{space 2} .2230236{col 30}{space 2} .0673085{col 41}{space 1}    3.31{col 50}{space 3}0.001{col 58}{space 4} .0911013{col 71}{space 3} .3549459
{txt}{space 5}_Iccode_402 {c |}{col 18}{res}{space 2} .0970602{col 30}{space 2} .0564843{col 41}{space 1}    1.72{col 50}{space 3}0.086{col 58}{space 4} -.013647{col 71}{space 3} .2077673
{txt}{space 5}_Iccode_403 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_404 {c |}{col 18}{res}{space 2} .1379909{col 30}{space 2} .0685902{col 41}{space 1}    2.01{col 50}{space 3}0.044{col 58}{space 4} .0035566{col 71}{space 3} .2724252
{txt}{space 5}_Iccode_411 {c |}{col 18}{res}{space 2} .1443424{col 30}{space 2} .0743265{col 41}{space 1}    1.94{col 50}{space 3}0.052{col 58}{space 4}-.0013349{col 71}{space 3} .2900197
{txt}{space 5}_Iccode_420 {c |}{col 18}{res}{space 2}   .05298{col 30}{space 2}  .056243{col 41}{space 1}    0.94{col 50}{space 3}0.346{col 58}{space 4}-.0572543{col 71}{space 3} .1632143
{txt}{space 5}_Iccode_432 {c |}{col 18}{res}{space 2}-.0744855{col 30}{space 2} .0692189{col 41}{space 1}   -1.08{col 50}{space 3}0.282{col 58}{space 4}-.2101521{col 71}{space 3} .0611811
{txt}{space 5}_Iccode_433 {c |}{col 18}{res}{space 2}-.0337542{col 30}{space 2} .0592431{col 41}{space 1}   -0.57{col 50}{space 3}0.569{col 58}{space 4}-.1498686{col 71}{space 3} .0823603
{txt}{space 5}_Iccode_434 {c |}{col 18}{res}{space 2} .1052016{col 30}{space 2} .1218337{col 41}{space 1}    0.86{col 50}{space 3}0.388{col 58}{space 4} -.133588{col 71}{space 3} .3439913
{txt}{space 5}_Iccode_435 {c |}{col 18}{res}{space 2} .0532336{col 30}{space 2} .0585919{col 41}{space 1}    0.91{col 50}{space 3}0.364{col 58}{space 4}-.0616044{col 71}{space 3} .1680716
{txt}{space 5}_Iccode_436 {c |}{col 18}{res}{space 2} .0147633{col 30}{space 2} .0634789{col 41}{space 1}    0.23{col 50}{space 3}0.816{col 58}{space 4}-.1096531{col 71}{space 3} .1391797
{txt}{space 5}_Iccode_437 {c |}{col 18}{res}{space 2} .0388443{col 30}{space 2} .0616085{col 41}{space 1}    0.63{col 50}{space 3}0.528{col 58}{space 4}-.0819062{col 71}{space 3} .1595948
{txt}{space 5}_Iccode_438 {c |}{col 18}{res}{space 2} .1316253{col 30}{space 2} .0743283{col 41}{space 1}    1.77{col 50}{space 3}0.077{col 58}{space 4}-.0140555{col 71}{space 3} .2773062
{txt}{space 5}_Iccode_439 {c |}{col 18}{res}{space 2} .0068331{col 30}{space 2} .0617003{col 41}{space 1}    0.11{col 50}{space 3}0.912{col 58}{space 4}-.1140973{col 71}{space 3} .1277634
{txt}{space 5}_Iccode_450 {c |}{col 18}{res}{space 2}-.0055669{col 30}{space 2} .0971626{col 41}{space 1}   -0.06{col 50}{space 3}0.954{col 58}{space 4}-.1960022{col 71}{space 3} .1848683
{txt}{space 5}_Iccode_451 {c |}{col 18}{res}{space 2} .0968894{col 30}{space 2} .0874298{col 41}{space 1}    1.11{col 50}{space 3}0.268{col 58}{space 4}-.0744699{col 71}{space 3} .2682487
{txt}{space 5}_Iccode_452 {c |}{col 18}{res}{space 2} .1607648{col 30}{space 2} .0847129{col 41}{space 1}    1.90{col 50}{space 3}0.058{col 58}{space 4}-.0052694{col 71}{space 3}  .326799
{txt}{space 5}_Iccode_461 {c |}{col 18}{res}{space 2} .0502426{col 30}{space 2} .0582421{col 41}{space 1}    0.86{col 50}{space 3}0.388{col 58}{space 4}-.0639099{col 71}{space 3} .1643951
{txt}{space 5}_Iccode_471 {c |}{col 18}{res}{space 2}-.0352487{col 30}{space 2}  .053984{col 41}{space 1}   -0.65{col 50}{space 3}0.514{col 58}{space 4}-.1410553{col 71}{space 3} .0705579
{txt}{space 5}_Iccode_475 {c |}{col 18}{res}{space 2}-.1548232{col 30}{space 2} .0582481{col 41}{space 1}   -2.66{col 50}{space 3}0.008{col 58}{space 4}-.2689874{col 71}{space 3} -.040659
{txt}{space 5}_Iccode_481 {c |}{col 18}{res}{space 2} .0994603{col 30}{space 2} .0517159{col 41}{space 1}    1.92{col 50}{space 3}0.054{col 58}{space 4}-.0019011{col 71}{space 3} .2008216
{txt}{space 5}_Iccode_482 {c |}{col 18}{res}{space 2} .0610252{col 30}{space 2} .0620876{col 41}{space 1}    0.98{col 50}{space 3}0.326{col 58}{space 4}-.0606643{col 71}{space 3} .1827147
{txt}{space 5}_Iccode_483 {c |}{col 18}{res}{space 2} .0726684{col 30}{space 2} .0642017{col 41}{space 1}    1.13{col 50}{space 3}0.258{col 58}{space 4}-.0531647{col 71}{space 3} .1985014
{txt}{space 5}_Iccode_484 {c |}{col 18}{res}{space 2} .1493255{col 30}{space 2} .0703708{col 41}{space 1}    2.12{col 50}{space 3}0.034{col 58}{space 4} .0114013{col 71}{space 3} .2872497
{txt}{space 5}_Iccode_490 {c |}{col 18}{res}{space 2}-.0192079{col 30}{space 2} .0660783{col 41}{space 1}   -0.29{col 50}{space 3}0.771{col 58}{space 4}-.1487191{col 71}{space 3} .1103032
{txt}{space 5}_Iccode_500 {c |}{col 18}{res}{space 2}-.0895024{col 30}{space 2}   .05396{col 41}{space 1}   -1.66{col 50}{space 3}0.097{col 58}{space 4} -.195262{col 71}{space 3} .0162572
{txt}{space 5}_Iccode_501 {c |}{col 18}{res}{space 2} .0691546{col 30}{space 2}  .056476{col 41}{space 1}    1.22{col 50}{space 3}0.221{col 58}{space 4}-.0415363{col 71}{space 3} .1798456
{txt}{space 5}_Iccode_510 {c |}{col 18}{res}{space 2}  .015667{col 30}{space 2} .0520694{col 41}{space 1}    0.30{col 50}{space 3}0.764{col 58}{space 4}-.0863871{col 71}{space 3} .1177211
{txt}{space 5}_Iccode_516 {c |}{col 18}{res}{space 2}-.0511659{col 30}{space 2} .1022476{col 41}{space 1}   -0.50{col 50}{space 3}0.617{col 58}{space 4}-.2515675{col 71}{space 3} .1492356
{txt}{space 5}_Iccode_517 {c |}{col 18}{res}{space 2}-.0241141{col 30}{space 2} .0810931{col 41}{space 1}   -0.30{col 50}{space 3}0.766{col 58}{space 4}-.1830537{col 71}{space 3} .1348255
{txt}{space 5}_Iccode_520 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_522 {c |}{col 18}{res}{space 2}  .065722{col 30}{space 2} .0538109{col 41}{space 1}    1.22{col 50}{space 3}0.222{col 58}{space 4}-.0397455{col 71}{space 3} .1711895
{txt}{space 5}_Iccode_530 {c |}{col 18}{res}{space 2}  .015295{col 30}{space 2} .0592555{col 41}{space 1}    0.26{col 50}{space 3}0.796{col 58}{space 4}-.1008436{col 71}{space 3} .1314335
{txt}{space 5}_Iccode_531 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_540 {c |}{col 18}{res}{space 2} .0498168{col 30}{space 2} .0517589{col 41}{space 1}    0.96{col 50}{space 3}0.336{col 58}{space 4}-.0516287{col 71}{space 3} .1512623
{txt}{space 5}_Iccode_541 {c |}{col 18}{res}{space 2} .0348959{col 30}{space 2} .0553452{col 41}{space 1}    0.63{col 50}{space 3}0.528{col 58}{space 4}-.0735787{col 71}{space 3} .1433706
{txt}{space 5}_Iccode_551 {c |}{col 18}{res}{space 2} .0104605{col 30}{space 2} .0467305{col 41}{space 1}    0.22{col 50}{space 3}0.823{col 58}{space 4}-.0811297{col 71}{space 3} .1020506
{txt}{space 5}_Iccode_552 {c |}{col 18}{res}{space 2}-.0395447{col 30}{space 2} .0484813{col 41}{space 1}   -0.82{col 50}{space 3}0.415{col 58}{space 4}-.1345664{col 71}{space 3}  .055477
{txt}{space 5}_Iccode_553 {c |}{col 18}{res}{space 2} .0596098{col 30}{space 2} .0697183{col 41}{space 1}    0.86{col 50}{space 3}0.393{col 58}{space 4}-.0770355{col 71}{space 3} .1962551
{txt}{space 5}_Iccode_560 {c |}{col 18}{res}{space 2}-.1343558{col 30}{space 2} .0430672{col 41}{space 1}   -3.12{col 50}{space 3}0.002{col 58}{space 4} -.218766{col 71}{space 3}-.0499455
{txt}{space 5}_Iccode_565 {c |}{col 18}{res}{space 2}-.0495334{col 30}{space 2}  .068497{col 41}{space 1}   -0.72{col 50}{space 3}0.470{col 58}{space 4} -.183785{col 71}{space 3} .0847183
{txt}{space 5}_Iccode_570 {c |}{col 18}{res}{space 2}  .017936{col 30}{space 2} .0561629{col 41}{space 1}    0.32{col 50}{space 3}0.749{col 58}{space 4}-.0921413{col 71}{space 3} .1280133
{txt}{space 5}_Iccode_571 {c |}{col 18}{res}{space 2} .0543377{col 30}{space 2} .0548349{col 41}{space 1}    0.99{col 50}{space 3}0.322{col 58}{space 4}-.0531367{col 71}{space 3} .1618121
{txt}{space 5}_Iccode_572 {c |}{col 18}{res}{space 2} .0630345{col 30}{space 2} .0502863{col 41}{space 1}    1.25{col 50}{space 3}0.210{col 58}{space 4}-.0355249{col 71}{space 3} .1615939
{txt}{space 5}_Iccode_580 {c |}{col 18}{res}{space 2} .0997126{col 30}{space 2} .0597908{col 41}{space 1}    1.67{col 50}{space 3}0.095{col 58}{space 4}-.0174752{col 71}{space 3} .2169004
{txt}{space 5}_Iccode_581 {c |}{col 18}{res}{space 2} .0698779{col 30}{space 2} .0544147{col 41}{space 1}    1.28{col 50}{space 3}0.199{col 58}{space 4} -.036773{col 71}{space 3} .1765288
{txt}{space 5}_Iccode_591 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_600 {c |}{col 18}{res}{space 2}-.0767282{col 30}{space 2} .0442577{col 41}{space 1}   -1.73{col 50}{space 3}0.083{col 58}{space 4}-.1634718{col 71}{space 3} .0100153
{txt}{space 5}_Iccode_615 {c |}{col 18}{res}{space 2}-.0422155{col 30}{space 2} .0549935{col 41}{space 1}   -0.77{col 50}{space 3}0.443{col 58}{space 4}-.1500009{col 71}{space 3} .0655698
{txt}{space 5}_Iccode_616 {c |}{col 18}{res}{space 2}-.1471024{col 30}{space 2} .0483015{col 41}{space 1}   -3.05{col 50}{space 3}0.002{col 58}{space 4}-.2417715{col 71}{space 3}-.0524333
{txt}{space 5}_Iccode_620 {c |}{col 18}{res}{space 2}-.0568438{col 30}{space 2} .0635647{col 41}{space 1}   -0.89{col 50}{space 3}0.371{col 58}{space 4}-.1814283{col 71}{space 3} .0677407
{txt}{space 5}_Iccode_625 {c |}{col 18}{res}{space 2}-.0063165{col 30}{space 2} .0430339{col 41}{space 1}   -0.15{col 50}{space 3}0.883{col 58}{space 4}-.0906614{col 71}{space 3} .0780284
{txt}{space 5}_Iccode_630 {c |}{col 18}{res}{space 2}-.0278435{col 30}{space 2} .0519981{col 41}{space 1}   -0.54{col 50}{space 3}0.592{col 58}{space 4}-.1297579{col 71}{space 3}  .074071
{txt}{space 5}_Iccode_640 {c |}{col 18}{res}{space 2} .1090378{col 30}{space 2} .0732963{col 41}{space 1}    1.49{col 50}{space 3}0.137{col 58}{space 4}-.0346203{col 71}{space 3} .2526959
{txt}{space 5}_Iccode_645 {c |}{col 18}{res}{space 2}  .122229{col 30}{space 2} .0644819{col 41}{space 1}    1.90{col 50}{space 3}0.058{col 58}{space 4}-.0041532{col 71}{space 3} .2486112
{txt}{space 5}_Iccode_651 {c |}{col 18}{res}{space 2}-.1552992{col 30}{space 2} .0430157{col 41}{space 1}   -3.61{col 50}{space 3}0.000{col 58}{space 4}-.2396085{col 71}{space 3}-.0709899
{txt}{space 5}_Iccode_652 {c |}{col 18}{res}{space 2}-.0332207{col 30}{space 2} .0615137{col 41}{space 1}   -0.54{col 50}{space 3}0.589{col 58}{space 4}-.1537853{col 71}{space 3} .0873439
{txt}{space 5}_Iccode_660 {c |}{col 18}{res}{space 2} .0047684{col 30}{space 2} .0454863{col 41}{space 1}    0.10{col 50}{space 3}0.917{col 58}{space 4} -.084383{col 71}{space 3} .0939199
{txt}{space 5}_Iccode_663 {c |}{col 18}{res}{space 2}-.0299888{col 30}{space 2} .0516384{col 41}{space 1}   -0.58{col 50}{space 3}0.561{col 58}{space 4}-.1311982{col 71}{space 3} .0712206
{txt}{space 5}_Iccode_670 {c |}{col 18}{res}{space 2} .0628869{col 30}{space 2} .0586977{col 41}{space 1}    1.07{col 50}{space 3}0.284{col 58}{space 4}-.0521585{col 71}{space 3} .1779323
{txt}{space 5}_Iccode_679 {c |}{col 18}{res}{space 2}-.0188468{col 30}{space 2} .0579344{col 41}{space 1}   -0.33{col 50}{space 3}0.745{col 58}{space 4}-.1323961{col 71}{space 3} .0947026
{txt}{space 5}_Iccode_680 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_690 {c |}{col 18}{res}{space 2}-.0526796{col 30}{space 2} .0789069{col 41}{space 1}   -0.67{col 50}{space 3}0.504{col 58}{space 4}-.2073343{col 71}{space 3}  .101975
{txt}{space 5}_Iccode_694 {c |}{col 18}{res}{space 2} .1443071{col 30}{space 2} .0683853{col 41}{space 1}    2.11{col 50}{space 3}0.035{col 58}{space 4} .0102744{col 71}{space 3} .2783398
{txt}{space 5}_Iccode_698 {c |}{col 18}{res}{space 2} .0647704{col 30}{space 2} .0571582{col 41}{space 1}    1.13{col 50}{space 3}0.257{col 58}{space 4}-.0472576{col 71}{space 3} .1767984
{txt}{space 5}_Iccode_700 {c |}{col 18}{res}{space 2}-.0440809{col 30}{space 2} .0694504{col 41}{space 1}   -0.63{col 50}{space 3}0.526{col 58}{space 4}-.1802012{col 71}{space 3} .0920393
{txt}{space 5}_Iccode_701 {c |}{col 18}{res}{space 2} .1277362{col 30}{space 2} .0648801{col 41}{space 1}    1.97{col 50}{space 3}0.049{col 58}{space 4} .0005736{col 71}{space 3} .2548988
{txt}{space 5}_Iccode_702 {c |}{col 18}{res}{space 2} .1759142{col 30}{space 2} .0594773{col 41}{space 1}    2.96{col 50}{space 3}0.003{col 58}{space 4} .0593408{col 71}{space 3} .2924876
{txt}{space 5}_Iccode_703 {c |}{col 18}{res}{space 2} .0226721{col 30}{space 2} .0548612{col 41}{space 1}    0.41{col 50}{space 3}0.679{col 58}{space 4}-.0848539{col 71}{space 3} .1301981
{txt}{space 5}_Iccode_704 {c |}{col 18}{res}{space 2}  .008095{col 30}{space 2} .0522727{col 41}{space 1}    0.15{col 50}{space 3}0.877{col 58}{space 4}-.0943577{col 71}{space 3} .1105476
{txt}{space 5}_Iccode_705 {c |}{col 18}{res}{space 2}-.1365715{col 30}{space 2} .0472647{col 41}{space 1}   -2.89{col 50}{space 3}0.004{col 58}{space 4}-.2292085{col 71}{space 3}-.0439345
{txt}{space 5}_Iccode_710 {c |}{col 18}{res}{space 2}-.0522674{col 30}{space 2} .0468821{col 41}{space 1}   -1.11{col 50}{space 3}0.265{col 58}{space 4}-.1441547{col 71}{space 3} .0396198
{txt}{space 5}_Iccode_712 {c |}{col 18}{res}{space 2} .1797698{col 30}{space 2} .1048536{col 41}{space 1}    1.71{col 50}{space 3}0.086{col 58}{space 4}-.0257396{col 71}{space 3} .3852791
{txt}{space 5}_Iccode_713 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_731 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_732 {c |}{col 18}{res}{space 2}-.0597676{col 30}{space 2} .0414136{col 41}{space 1}   -1.44{col 50}{space 3}0.149{col 58}{space 4}-.1409367{col 71}{space 3} .0214015
{txt}{space 5}_Iccode_760 {c |}{col 18}{res}{space 2} .1274292{col 30}{space 2} .1132975{col 41}{space 1}    1.12{col 50}{space 3}0.261{col 58}{space 4}-.0946298{col 71}{space 3} .3494882
{txt}{space 5}_Iccode_770 {c |}{col 18}{res}{space 2} .0200521{col 30}{space 2} .0459709{col 41}{space 1}    0.44{col 50}{space 3}0.663{col 58}{space 4}-.0700491{col 71}{space 3} .1101534
{txt}{space 5}_Iccode_771 {c |}{col 18}{res}{space 2} .0288212{col 30}{space 2} .0521492{col 41}{space 1}    0.55{col 50}{space 3}0.580{col 58}{space 4}-.0733893{col 71}{space 3} .1310317
{txt}{space 5}_Iccode_775 {c |}{col 18}{res}{space 2} .0306666{col 30}{space 2} .0449813{col 41}{space 1}    0.68{col 50}{space 3}0.495{col 58}{space 4}-.0574951{col 71}{space 3} .1188283
{txt}{space 5}_Iccode_780 {c |}{col 18}{res}{space 2} -.052882{col 30}{space 2} .0883713{col 41}{space 1}   -0.60{col 50}{space 3}0.550{col 58}{space 4}-.2260865{col 71}{space 3} .1203226
{txt}{space 5}_Iccode_790 {c |}{col 18}{res}{space 2} .0239359{col 30}{space 2} .0645982{col 41}{space 1}    0.37{col 50}{space 3}0.711{col 58}{space 4}-.1026743{col 71}{space 3} .1505461
{txt}{space 5}_Iccode_800 {c |}{col 18}{res}{space 2}-.0821082{col 30}{space 2} .0530112{col 41}{space 1}   -1.55{col 50}{space 3}0.121{col 58}{space 4}-.1860083{col 71}{space 3} .0217919
{txt}{space 5}_Iccode_811 {c |}{col 18}{res}{space 2} .0945294{col 30}{space 2} .0600896{col 41}{space 1}    1.57{col 50}{space 3}0.116{col 58}{space 4}-.0232441{col 71}{space 3} .2123028
{txt}{space 5}_Iccode_812 {c |}{col 18}{res}{space 2} .2124178{col 30}{space 2} .0684041{col 41}{space 1}    3.11{col 50}{space 3}0.002{col 58}{space 4} .0783483{col 71}{space 3} .3464873
{txt}{space 5}_Iccode_816 {c |}{col 18}{res}{space 2} .1463565{col 30}{space 2}  .053485{col 41}{space 1}    2.74{col 50}{space 3}0.006{col 58}{space 4} .0415278{col 71}{space 3} .2511853
{txt}{space 5}_Iccode_820 {c |}{col 18}{res}{space 2} .0016063{col 30}{space 2}  .046548{col 41}{space 1}    0.03{col 50}{space 3}0.972{col 58}{space 4}-.0896261{col 71}{space 3} .0928387
{txt}{space 5}_Iccode_830 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_840 {c |}{col 18}{res}{space 2} .2059629{col 30}{space 2} .0619744{col 41}{space 1}    3.32{col 50}{space 3}0.001{col 58}{space 4} .0844952{col 71}{space 3} .3274305
{txt}{space 5}_Iccode_850 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_950 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iyear_1973 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iyear_1974 {c |}{col 18}{res}{space 2} .0101495{col 30}{space 2} .0403334{col 41}{space 1}    0.25{col 50}{space 3}0.801{col 58}{space 4}-.0689024{col 71}{space 3} .0892015
{txt}{space 5}_Iyear_1975 {c |}{col 18}{res}{space 2}-.0158472{col 30}{space 2} .0307723{col 41}{space 1}   -0.51{col 50}{space 3}0.607{col 58}{space 4}-.0761597{col 71}{space 3} .0444653
{txt}{space 5}_Iyear_1976 {c |}{col 18}{res}{space 2}-.0333548{col 30}{space 2} .0365214{col 41}{space 1}   -0.91{col 50}{space 3}0.361{col 58}{space 4}-.1049355{col 71}{space 3} .0382259
{txt}{space 5}_Iyear_1977 {c |}{col 18}{res}{space 2} -.017729{col 30}{space 2} .0365562{col 41}{space 1}   -0.48{col 50}{space 3}0.628{col 58}{space 4}-.0893779{col 71}{space 3} .0539199
{txt}{space 5}_Iyear_1978 {c |}{col 18}{res}{space 2}-.0197841{col 30}{space 2} .0390627{col 41}{space 1}   -0.51{col 50}{space 3}0.613{col 58}{space 4}-.0963456{col 71}{space 3} .0567775
{txt}{space 5}_Iyear_1979 {c |}{col 18}{res}{space 2} .0136575{col 30}{space 2} .0355247{col 41}{space 1}    0.38{col 50}{space 3}0.701{col 58}{space 4}-.0559696{col 71}{space 3} .0832846
{txt}{space 5}_Iyear_1980 {c |}{col 18}{res}{space 2} .0593187{col 30}{space 2} .0458432{col 41}{space 1}    1.29{col 50}{space 3}0.196{col 58}{space 4}-.0305324{col 71}{space 3} .1491697
{txt}{space 5}_Iyear_1981 {c |}{col 18}{res}{space 2} .0218246{col 30}{space 2} .0395529{col 41}{space 1}    0.55{col 50}{space 3}0.581{col 58}{space 4}-.0556977{col 71}{space 3} .0993468
{txt}{space 5}_Iyear_1982 {c |}{col 18}{res}{space 2} .0255799{col 30}{space 2} .0365331{col 41}{space 1}    0.70{col 50}{space 3}0.484{col 58}{space 4}-.0460236{col 71}{space 3} .0971834
{txt}{space 5}_Iyear_1983 {c |}{col 18}{res}{space 2} .0123695{col 30}{space 2} .0413568{col 41}{space 1}    0.30{col 50}{space 3}0.765{col 58}{space 4}-.0686882{col 71}{space 3} .0934273
{txt}{space 5}_Iyear_1984 {c |}{col 18}{res}{space 2}  .019014{col 30}{space 2} .0342169{col 41}{space 1}    0.56{col 50}{space 3}0.578{col 58}{space 4}-.0480499{col 71}{space 3} .0860779
{txt}{space 5}_Iyear_1985 {c |}{col 18}{res}{space 2} .0309734{col 30}{space 2}  .032829{col 41}{space 1}    0.94{col 50}{space 3}0.345{col 58}{space 4}-.0333703{col 71}{space 3}  .095317
{txt}{space 5}_Iyear_1986 {c |}{col 18}{res}{space 2} .0692143{col 30}{space 2} .0359458{col 41}{space 1}    1.93{col 50}{space 3}0.054{col 58}{space 4}-.0012381{col 71}{space 3} .1396667
{txt}{space 5}_Iyear_1987 {c |}{col 18}{res}{space 2} .0648761{col 30}{space 2} .0374564{col 41}{space 1}    1.73{col 50}{space 3}0.083{col 58}{space 4}-.0085372{col 71}{space 3} .1382894
{txt}{space 5}_Iyear_1988 {c |}{col 18}{res}{space 2} .0406826{col 30}{space 2} .0427953{col 41}{space 1}    0.95{col 50}{space 3}0.342{col 58}{space 4}-.0431947{col 71}{space 3} .1245598
{txt}{space 5}_Iyear_1989 {c |}{col 18}{res}{space 2} .0390429{col 30}{space 2} .0441651{col 41}{space 1}    0.88{col 50}{space 3}0.377{col 58}{space 4}-.0475191{col 71}{space 3}  .125605
{txt}{space 5}_Iyear_1990 {c |}{col 18}{res}{space 2}-.0590509{col 30}{space 2} .0627323{col 41}{space 1}   -0.94{col 50}{space 3}0.347{col 58}{space 4} -.182004{col 71}{space 3} .0639022
{txt}{space 5}_Iyear_1991 {c |}{col 18}{res}{space 2}-.0155353{col 30}{space 2} .0430319{col 41}{space 1}   -0.36{col 50}{space 3}0.718{col 58}{space 4}-.0998762{col 71}{space 3} .0688056
{txt}{space 5}_Iyear_1992 {c |}{col 18}{res}{space 2} .0335939{col 30}{space 2} .0393978{col 41}{space 1}    0.85{col 50}{space 3}0.394{col 58}{space 4}-.0436245{col 71}{space 3} .1108122
{txt}{space 5}_Iyear_1993 {c |}{col 18}{res}{space 2} .0091528{col 30}{space 2} .0377365{col 41}{space 1}    0.24{col 50}{space 3}0.808{col 58}{space 4}-.0648093{col 71}{space 3} .0831149
{txt}{space 5}_Iyear_1994 {c |}{col 18}{res}{space 2}  -.00888{col 30}{space 2} .0378909{col 41}{space 1}   -0.23{col 50}{space 3}0.815{col 58}{space 4}-.0831448{col 71}{space 3} .0653848
{txt}{space 5}_Iyear_1995 {c |}{col 18}{res}{space 2} .0683273{col 30}{space 2} .0446944{col 41}{space 1}    1.53{col 50}{space 3}0.126{col 58}{space 4}-.0192722{col 71}{space 3} .1559267
{txt}{space 5}_Iyear_1996 {c |}{col 18}{res}{space 2} .0762384{col 30}{space 2} .0406568{col 41}{space 1}    1.88{col 50}{space 3}0.061{col 58}{space 4}-.0034474{col 71}{space 3} .1559241
{txt}{space 5}_Iyear_1997 {c |}{col 18}{res}{space 2} .0116692{col 30}{space 2} .0351939{col 41}{space 1}    0.33{col 50}{space 3}0.740{col 58}{space 4}-.0573097{col 71}{space 3}  .080648
{txt}{space 5}_Iyear_1998 {c |}{col 18}{res}{space 2} .0146861{col 30}{space 2} .0365879{col 41}{space 1}    0.40{col 50}{space 3}0.688{col 58}{space 4}-.0570249{col 71}{space 3} .0863972
{txt}{space 5}_Iyear_1999 {c |}{col 18}{res}{space 2} .0361587{col 30}{space 2} .0329422{col 41}{space 1}    1.10{col 50}{space 3}0.272{col 58}{space 4}-.0284068{col 71}{space 3} .1007242
{txt}{space 5}_Iyear_2000 {c |}{col 18}{res}{space 2} .0255012{col 30}{space 2} .0313693{col 41}{space 1}    0.81{col 50}{space 3}0.416{col 58}{space 4}-.0359815{col 71}{space 3} .0869839
{txt}{space 5}_Iyear_2001 {c |}{col 18}{res}{space 2} .0450477{col 30}{space 2} .0324663{col 41}{space 1}    1.39{col 50}{space 3}0.165{col 58}{space 4}-.0185851{col 71}{space 3} .1086805
{txt}{space 5}_Iyear_2002 {c |}{col 18}{res}{space 2} .0547688{col 30}{space 2} .0358904{col 41}{space 1}    1.53{col 50}{space 3}0.127{col 58}{space 4}-.0155751{col 71}{space 3} .1251126
{txt}{space 5}_Iyear_2003 {c |}{col 18}{res}{space 2} .0279987{col 30}{space 2}  .031175{col 41}{space 1}    0.90{col 50}{space 3}0.369{col 58}{space 4}-.0331031{col 71}{space 3} .0891005
{txt}{space 5}_Iyear_2004 {c |}{col 18}{res}{space 2} .0656835{col 30}{space 2} .0456246{col 41}{space 1}    1.44{col 50}{space 3}0.150{col 58}{space 4}-.0237389{col 71}{space 3}  .155106
{txt}{space 5}_Iyear_2005 {c |}{col 18}{res}{space 2}-.0027127{col 30}{space 2} .0306368{col 41}{space 1}   -0.09{col 50}{space 3}0.929{col 58}{space 4}-.0627597{col 71}{space 3} .0573342
{txt}{space 5}_Iyear_2006 {c |}{col 18}{res}{space 2} .0108283{col 30}{space 2} .0304719{col 41}{space 1}    0.36{col 50}{space 3}0.722{col 58}{space 4}-.0488956{col 71}{space 3} .0705522
{txt}{space 5}_Iyear_2007 {c |}{col 18}{res}{space 2} .0050993{col 30}{space 2} .0313851{col 41}{space 1}    0.16{col 50}{space 3}0.871{col 58}{space 4}-.0564143{col 71}{space 3} .0666129
{txt}{space 5}_Iyear_2008 {c |}{col 18}{res}{space 2} .0412637{col 30}{space 2} .0310801{col 41}{space 1}    1.33{col 50}{space 3}0.184{col 58}{space 4}-.0196521{col 71}{space 3} .1021796
{txt}{space 5}_Iyear_2009 {c |}{col 18}{res}{space 2} .0497961{col 30}{space 2} .0320379{col 41}{space 1}    1.55{col 50}{space 3}0.120{col 58}{space 4}-.0129969{col 71}{space 3} .1125892
{txt}{space 5}_Iyear_2010 {c |}{col 18}{res}{space 2} .0290122{col 30}{space 2} .0311283{col 41}{space 1}    0.93{col 50}{space 3}0.351{col 58}{space 4}-.0319982{col 71}{space 3} .0900225
{txt}{space 5}_Iyear_2011 {c |}{col 18}{res}{space 2}-.0378718{col 30}{space 2} .0339383{col 41}{space 1}   -1.12{col 50}{space 3}0.264{col 58}{space 4}-.1043896{col 71}{space 3} .0286459
{txt}{space 5}_Iyear_2012 {c |}{col 18}{res}{space 2} .0202052{col 30}{space 2} .0263247{col 41}{space 1}    0.77{col 50}{space 3}0.443{col 58}{space 4}-.0313903{col 71}{space 3} .0718007
{txt}{space 5}_Iyear_2013 {c |}{col 18}{res}{space 2} .0069987{col 30}{space 2} .0307591{col 41}{space 1}    0.23{col 50}{space 3}0.820{col 58}{space 4}-.0532881{col 71}{space 3} .0672854
{txt}{space 5}_Iyear_2014 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 11}_cons {c |}{col 18}{res}{space 2}-.2386473{col 30}{space 2}   .17513{col 41}{space 1}   -1.36{col 50}{space 3}0.173{col 58}{space 4}-.5818958{col 71}{space 3} .1046013
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  65.272
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  56.651
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  60.841
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal _Iccode_41 _Iccode_70 _Iccode_90
{col 23}_Iccode_91 _Iccode_92 _Iccode_93 _Iccode_95 _Iccode_130
{col 23}_Iccode_135 _Iccode_140 _Iccode_145 _Iccode_150
{col 23}_Iccode_155 _Iccode_160 _Iccode_165 _Iccode_290
{col 23}_Iccode_310 _Iccode_339 _Iccode_346 _Iccode_355
{col 23}_Iccode_360 _Iccode_365 _Iccode_370 _Iccode_372
{col 23}_Iccode_373 _Iccode_402 _Iccode_404 _Iccode_411
{col 23}_Iccode_420 _Iccode_432 _Iccode_433 _Iccode_434
{col 23}_Iccode_435 _Iccode_436 _Iccode_437 _Iccode_438
{col 23}_Iccode_439 _Iccode_450 _Iccode_451 _Iccode_452
{col 23}_Iccode_461 _Iccode_471 _Iccode_475 _Iccode_481
{col 23}_Iccode_482 _Iccode_483 _Iccode_484 _Iccode_490
{col 23}_Iccode_500 _Iccode_501 _Iccode_510 _Iccode_516
{col 23}_Iccode_517 _Iccode_522 _Iccode_530 _Iccode_540
{col 23}_Iccode_541 _Iccode_551 _Iccode_552 _Iccode_553
{col 23}_Iccode_560 _Iccode_565 _Iccode_570 _Iccode_571
{col 23}_Iccode_572 _Iccode_580 _Iccode_581 _Iccode_600
{col 23}_Iccode_615 _Iccode_616 _Iccode_620 _Iccode_625
{col 23}_Iccode_630 _Iccode_640 _Iccode_645 _Iccode_651
{col 23}_Iccode_652 _Iccode_660 _Iccode_663 _Iccode_670
{col 23}_Iccode_679 _Iccode_690 _Iccode_694 _Iccode_698
{col 23}_Iccode_700 _Iccode_701 _Iccode_702 _Iccode_703
{col 23}_Iccode_704 _Iccode_705 _Iccode_710 _Iccode_712
{col 23}_Iccode_732 _Iccode_760 _Iccode_770 _Iccode_771
{col 23}_Iccode_775 _Iccode_780 _Iccode_790 _Iccode_800
{col 23}_Iccode_811 _Iccode_812 _Iccode_816 _Iccode_820
{col 23}_Iccode_840 _Iyear_1974 _Iyear_1975 _Iyear_1976
{col 23}_Iyear_1977 _Iyear_1978 _Iyear_1979 _Iyear_1980
{col 23}_Iyear_1981 _Iyear_1982 _Iyear_1983 _Iyear_1984
{col 23}_Iyear_1985 _Iyear_1986 _Iyear_1987 _Iyear_1988
{col 23}_Iyear_1989 _Iyear_1990 _Iyear_1991 _Iyear_1992
{col 23}_Iyear_1993 _Iyear_1994 _Iyear_1995 _Iyear_1996
{col 23}_Iyear_1997 _Iyear_1998 _Iyear_1999 _Iyear_2000
{col 23}_Iyear_2001 _Iyear_2002 _Iyear_2003 _Iyear_2004
{col 23}_Iyear_2005 _Iyear_2006 _Iyear_2007 _Iyear_2008
{col 23}_Iyear_2009 _Iyear_2010 _Iyear_2011 _Iyear_2012
{col 23}_Iyear_2013
Excluded instruments:{col 23}imf_maxlog_liquidity_1
Dropped collinear:{col 23}_Iccode_110 _Iccode_115 _Iccode_230 _Iccode_265
{col 23}_Iccode_341 _Iccode_345 _Iccode_352 _Iccode_403
{col 23}_Iccode_520 _Iccode_531 _Iccode_591 _Iccode_680
{col 23}_Iccode_713 _Iccode_731 _Iccode_830 _Iccode_850
{col 23}_Iccode_950 _Iyear_1973 _Iyear_2014
{hline 78}

{com}. xi: ivreg2 theta_mean l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1) e_migdppcln v2xcl_acjst v2exl_legitideol actotal debt_crisis ungaidealpoint2 i.ccode i.year, robust first
{txt}i.ccode{col 19}_Iccode_40-950{col 39}(naturally coded; _Iccode_40 omitted)
i.year{col 19}_Iyear_1972-2014{col 39}(naturally coded; _Iyear_1972 omitted)
Warning: time variable {res}year{txt} has {res}37{txt} gap(s) in relevant range
Warning - collinearities detected
Vars dropped:{col 21}_Iccode_110 _Iccode_115 _Iccode_230 _Iccode_265 _Iccode_341
{col 21}_Iccode_345 _Iccode_352 _Iccode_403 _Iccode_520 _Iccode_531
{col 21}_Iccode_591 _Iccode_680 _Iccode_713 _Iccode_731 _Iccode_732
{col 21}_Iccode_830 _Iccode_850 _Iccode_950 _Iyear_1973 _Iyear_2014
{res}
{txt}First-stage regressions
{hline 23}


First-stage regression of imfprogram_uu:

Statistics robust to heteroskedasticity
Number of obs = {col 31}{res}    2680
{txt}{hline 23}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 24}{c |}{col 36}    Robust
{col 1}         imfprogram_uu{col 24}{c |}      Coef.{col 36}   Std. Err.{col 48}      t{col 56}   P>|t|{col 64}     [95% Con{col 77}f. Interval]
{hline 23}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
imf_maxlog_liquidity_1 {c |}{col 24}{res}{space 2}-.2978971{col 36}{space 2} .0386263{col 47}{space 1}   -7.71{col 56}{space 3}0.000{col 64}{space 4}-.3736396{col 77}{space 3}-.2221546
{txt}{space 22} {c |}
{space 12}theta_mean {c |}
{space 19}L1. {c |}{col 24}{res}{space 2} .0124942{col 36}{space 2} .0150974{col 47}{space 1}    0.83{col 56}{space 3}0.408{col 64}{space 4}-.0171103{col 77}{space 3} .0420986
{txt}{space 22} {c |}
{space 8}imf_movingavg1 {c |}{col 24}{res}{space 2} 2.568195{col 36}{space 2} .2063219{col 47}{space 1}   12.45{col 56}{space 3}0.000{col 64}{space 4} 2.163618{col 77}{space 3} 2.972773
{txt}{space 11}e_migdppcln {c |}{col 24}{res}{space 2}-.0839899{col 36}{space 2} .0172524{col 47}{space 1}   -4.87{col 56}{space 3}0.000{col 64}{space 4}-.1178202{col 77}{space 3}-.0501596
{txt}{space 11}v2xcl_acjst {c |}{col 24}{res}{space 2} .5146765{col 36}{space 2} .0964646{col 47}{space 1}    5.34{col 56}{space 3}0.000{col 64}{space 4} .3255186{col 77}{space 3} .7038343
{txt}{space 6}v2exl_legitideol {c |}{col 24}{res}{space 2}-.0234763{col 36}{space 2} .0163635{col 47}{space 1}   -1.43{col 56}{space 3}0.152{col 64}{space 4}-.0555635{col 77}{space 3}  .008611
{txt}{space 15}actotal {c |}{col 24}{res}{space 2}-.0122215{col 36}{space 2} .0051404{col 47}{space 1}   -2.38{col 56}{space 3}0.018{col 64}{space 4}-.0223012{col 77}{space 3}-.0021417
{txt}{space 11}debt_crisis {c |}{col 24}{res}{space 2} .2468033{col 36}{space 2} .0638758{col 47}{space 1}    3.86{col 56}{space 3}0.000{col 64}{space 4} .1215491{col 77}{space 3} .3720575
{txt}{space 7}ungaidealpoint2 {c |}{col 24}{res}{space 2} .0955935{col 36}{space 2} .0246632{col 47}{space 1}    3.88{col 56}{space 3}0.000{col 64}{space 4} .0472313{col 77}{space 3} .1439557
{txt}{space 12}_Iccode_41 {c |}{col 24}{res}{space 2} .0137227{col 36}{space 2} .1190108{col 47}{space 1}    0.12{col 56}{space 3}0.908{col 64}{space 4} -.219646{col 77}{space 3} .2470913
{txt}{space 12}_Iccode_70 {c |}{col 24}{res}{space 2} .5557338{col 36}{space 2} .1204417{col 47}{space 1}    4.61{col 56}{space 3}0.000{col 64}{space 4} .3195592{col 77}{space 3} .7919084
{txt}{space 12}_Iccode_90 {c |}{col 24}{res}{space 2} .1665129{col 36}{space 2} .1744647{col 47}{space 1}    0.95{col 56}{space 3}0.340{col 64}{space 4}-.1755956{col 77}{space 3} .5086214
{txt}{space 12}_Iccode_91 {c |}{col 24}{res}{space 2}-.0916225{col 36}{space 2}  .187464{col 47}{space 1}   -0.49{col 56}{space 3}0.625{col 64}{space 4}-.4592213{col 77}{space 3} .2759764
{txt}{space 12}_Iccode_92 {c |}{col 24}{res}{space 2} .1713035{col 36}{space 2} .1997942{col 47}{space 1}    0.86{col 56}{space 3}0.391{col 64}{space 4}-.2204737{col 77}{space 3} .5630807
{txt}{space 12}_Iccode_93 {c |}{col 24}{res}{space 2}-.0252065{col 36}{space 2} .1190856{col 47}{space 1}   -0.21{col 56}{space 3}0.832{col 64}{space 4}-.2587218{col 77}{space 3} .2083088
{txt}{space 12}_Iccode_95 {c |}{col 24}{res}{space 2} -.027565{col 36}{space 2}  .123799{col 47}{space 1}   -0.22{col 56}{space 3}0.824{col 64}{space 4}-.2703229{col 77}{space 3}  .215193
{txt}{space 11}_Iccode_110 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_115 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_130 {c |}{col 24}{res}{space 2}-.1983131{col 36}{space 2} .1757156{col 47}{space 1}   -1.13{col 56}{space 3}0.259{col 64}{space 4}-.5428744{col 77}{space 3} .1462482
{txt}{space 11}_Iccode_135 {c |}{col 24}{res}{space 2} .4270411{col 36}{space 2} .1372257{col 47}{space 1}    3.11{col 56}{space 3}0.002{col 64}{space 4} .1579548{col 77}{space 3} .6961273
{txt}{space 11}_Iccode_140 {c |}{col 24}{res}{space 2}-.0605659{col 36}{space 2} .1479284{col 47}{space 1}   -0.41{col 56}{space 3}0.682{col 64}{space 4}-.3506391{col 77}{space 3} .2295074
{txt}{space 11}_Iccode_145 {c |}{col 24}{res}{space 2} .0637287{col 36}{space 2} .1849752{col 47}{space 1}    0.34{col 56}{space 3}0.730{col 64}{space 4}-.2989898{col 77}{space 3} .4264472
{txt}{space 11}_Iccode_150 {c |}{col 24}{res}{space 2} .2970873{col 36}{space 2} .1030307{col 47}{space 1}    2.88{col 56}{space 3}0.004{col 64}{space 4}  .095054{col 77}{space 3} .4991205
{txt}{space 11}_Iccode_155 {c |}{col 24}{res}{space 2} .4171552{col 36}{space 2} .1519108{col 47}{space 1}    2.75{col 56}{space 3}0.006{col 64}{space 4} .1192728{col 77}{space 3} .7150375
{txt}{space 11}_Iccode_160 {c |}{col 24}{res}{space 2} .6076698{col 36}{space 2} .1736135{col 47}{space 1}    3.50{col 56}{space 3}0.000{col 64}{space 4} .2672305{col 77}{space 3} .9481091
{txt}{space 11}_Iccode_165 {c |}{col 24}{res}{space 2} .1366569{col 36}{space 2}   .12672{col 47}{space 1}    1.08{col 56}{space 3}0.281{col 64}{space 4}-.1118288{col 77}{space 3} .3851426
{txt}{space 11}_Iccode_230 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_265 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_290 {c |}{col 24}{res}{space 2} .3084823{col 36}{space 2} .1256953{col 47}{space 1}    2.45{col 56}{space 3}0.014{col 64}{space 4}  .062006{col 77}{space 3} .5549586
{txt}{space 11}_Iccode_310 {c |}{col 24}{res}{space 2} .7696191{col 36}{space 2}  .153019{col 47}{space 1}    5.03{col 56}{space 3}0.000{col 64}{space 4} .4695637{col 77}{space 3} 1.069675
{txt}{space 11}_Iccode_339 {c |}{col 24}{res}{space 2} .4946003{col 36}{space 2} .1120191{col 47}{space 1}    4.42{col 56}{space 3}0.000{col 64}{space 4} .2749416{col 77}{space 3}  .714259
{txt}{space 11}_Iccode_341 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_345 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_346 {c |}{col 24}{res}{space 2}  .437897{col 36}{space 2} .1673364{col 47}{space 1}    2.62{col 56}{space 3}0.009{col 64}{space 4} .1097664{col 77}{space 3} .7660277
{txt}{space 11}_Iccode_352 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_355 {c |}{col 24}{res}{space 2}-.4429844{col 36}{space 2} .1392142{col 47}{space 1}   -3.18{col 56}{space 3}0.001{col 64}{space 4}-.7159701{col 77}{space 3}-.1699987
{txt}{space 11}_Iccode_360 {c |}{col 24}{res}{space 2} .2239666{col 36}{space 2} .1589087{col 47}{space 1}    1.41{col 56}{space 3}0.159{col 64}{space 4} -.087638{col 77}{space 3} .5355712
{txt}{space 11}_Iccode_365 {c |}{col 24}{res}{space 2} .1877827{col 36}{space 2} .1060526{col 47}{space 1}    1.77{col 56}{space 3}0.077{col 64}{space 4}-.0201763{col 77}{space 3} .3957417
{txt}{space 11}_Iccode_370 {c |}{col 24}{res}{space 2} .0482091{col 36}{space 2} .1134808{col 47}{space 1}    0.42{col 56}{space 3}0.671{col 64}{space 4}-.1743158{col 77}{space 3} .2707341
{txt}{space 11}_Iccode_372 {c |}{col 24}{res}{space 2} .2257414{col 36}{space 2} .1351481{col 47}{space 1}    1.67{col 56}{space 3}0.095{col 64}{space 4}-.0392711{col 77}{space 3} .4907539
{txt}{space 11}_Iccode_373 {c |}{col 24}{res}{space 2} .4502211{col 36}{space 2} .1187967{col 47}{space 1}    3.79{col 56}{space 3}0.000{col 64}{space 4} .2172722{col 77}{space 3} .6831701
{txt}{space 11}_Iccode_402 {c |}{col 24}{res}{space 2} .0313967{col 36}{space 2} .1018567{col 47}{space 1}    0.31{col 56}{space 3}0.758{col 64}{space 4}-.1683344{col 77}{space 3} .2311278
{txt}{space 11}_Iccode_403 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_404 {c |}{col 24}{res}{space 2}  .416799{col 36}{space 2} .1266055{col 47}{space 1}    3.29{col 56}{space 3}0.001{col 64}{space 4} .1685377{col 77}{space 3} .6650602
{txt}{space 11}_Iccode_411 {c |}{col 24}{res}{space 2} .4243698{col 36}{space 2} .1134296{col 47}{space 1}    3.74{col 56}{space 3}0.000{col 64}{space 4} .2019453{col 77}{space 3} .6467943
{txt}{space 11}_Iccode_420 {c |}{col 24}{res}{space 2} .2156543{col 36}{space 2} .1201181{col 47}{space 1}    1.80{col 56}{space 3}0.073{col 64}{space 4}-.0198856{col 77}{space 3} .4511943
{txt}{space 11}_Iccode_432 {c |}{col 24}{res}{space 2} .0557131{col 36}{space 2} .1381057{col 47}{space 1}    0.40{col 56}{space 3}0.687{col 64}{space 4}-.2150988{col 77}{space 3} .3265251
{txt}{space 11}_Iccode_433 {c |}{col 24}{res}{space 2} .2703649{col 36}{space 2} .1034893{col 47}{space 1}    2.61{col 56}{space 3}0.009{col 64}{space 4} .0674324{col 77}{space 3} .4732974
{txt}{space 11}_Iccode_434 {c |}{col 24}{res}{space 2} .3305714{col 36}{space 2}  .107319{col 47}{space 1}    3.08{col 56}{space 3}0.002{col 64}{space 4} .1201293{col 77}{space 3} .5410135
{txt}{space 11}_Iccode_435 {c |}{col 24}{res}{space 2} .3882366{col 36}{space 2} .1034134{col 47}{space 1}    3.75{col 56}{space 3}0.000{col 64}{space 4}  .185453{col 77}{space 3} .5910202
{txt}{space 11}_Iccode_436 {c |}{col 24}{res}{space 2}  .340783{col 36}{space 2}  .115347{col 47}{space 1}    2.95{col 56}{space 3}0.003{col 64}{space 4} .1145986{col 77}{space 3} .5669673
{txt}{space 11}_Iccode_437 {c |}{col 24}{res}{space 2} .3975855{col 36}{space 2} .1084234{col 47}{space 1}    3.67{col 56}{space 3}0.000{col 64}{space 4} .1849776{col 77}{space 3} .6101933
{txt}{space 11}_Iccode_438 {c |}{col 24}{res}{space 2} .5793903{col 36}{space 2} .1068616{col 47}{space 1}    5.42{col 56}{space 3}0.000{col 64}{space 4} .3698449{col 77}{space 3} .7889356
{txt}{space 11}_Iccode_439 {c |}{col 24}{res}{space 2} .4229642{col 36}{space 2} .1066008{col 47}{space 1}    3.97{col 56}{space 3}0.000{col 64}{space 4} .2139303{col 77}{space 3}  .631998
{txt}{space 11}_Iccode_450 {c |}{col 24}{res}{space 2}-.3637783{col 36}{space 2} .1264441{col 47}{space 1}   -2.88{col 56}{space 3}0.004{col 64}{space 4}-.6117229{col 77}{space 3}-.1158337
{txt}{space 11}_Iccode_451 {c |}{col 24}{res}{space 2} .3505317{col 36}{space 2} .1275993{col 47}{space 1}    2.75{col 56}{space 3}0.006{col 64}{space 4} .1003218{col 77}{space 3} .6007416
{txt}{space 11}_Iccode_452 {c |}{col 24}{res}{space 2} .4971594{col 36}{space 2} .1221105{col 47}{space 1}    4.07{col 56}{space 3}0.000{col 64}{space 4} .2577125{col 77}{space 3} .7366062
{txt}{space 11}_Iccode_461 {c |}{col 24}{res}{space 2} .2474076{col 36}{space 2} .1179156{col 47}{space 1}    2.10{col 56}{space 3}0.036{col 64}{space 4} .0161866{col 77}{space 3} .4786287
{txt}{space 11}_Iccode_471 {c |}{col 24}{res}{space 2}  .437769{col 36}{space 2} .1072083{col 47}{space 1}    4.08{col 56}{space 3}0.000{col 64}{space 4} .2275439{col 77}{space 3} .6479941
{txt}{space 11}_Iccode_475 {c |}{col 24}{res}{space 2} .3140886{col 36}{space 2} .1341305{col 47}{space 1}    2.34{col 56}{space 3}0.019{col 64}{space 4} .0510716{col 77}{space 3} .5771056
{txt}{space 11}_Iccode_481 {c |}{col 24}{res}{space 2}  .413375{col 36}{space 2} .1115117{col 47}{space 1}    3.71{col 56}{space 3}0.000{col 64}{space 4} .1947113{col 77}{space 3} .6320388
{txt}{space 11}_Iccode_482 {c |}{col 24}{res}{space 2} .4122694{col 36}{space 2} .1220513{col 47}{space 1}    3.38{col 56}{space 3}0.001{col 64}{space 4} .1729386{col 77}{space 3} .6516001
{txt}{space 11}_Iccode_483 {c |}{col 24}{res}{space 2} .5276307{col 36}{space 2} .1124147{col 47}{space 1}    4.69{col 56}{space 3}0.000{col 64}{space 4} .3071963{col 77}{space 3} .7480651
{txt}{space 11}_Iccode_484 {c |}{col 24}{res}{space 2} .5301544{col 36}{space 2} .1218353{col 47}{space 1}    4.35{col 56}{space 3}0.000{col 64}{space 4} .2912472{col 77}{space 3} .7690616
{txt}{space 11}_Iccode_490 {c |}{col 24}{res}{space 2}  .319961{col 36}{space 2}  .122576{col 47}{space 1}    2.61{col 56}{space 3}0.009{col 64}{space 4} .0796013{col 77}{space 3} .5603206
{txt}{space 11}_Iccode_500 {c |}{col 24}{res}{space 2} .0830749{col 36}{space 2} .1043009{col 47}{space 1}    0.80{col 56}{space 3}0.426{col 64}{space 4}-.1214492{col 77}{space 3} .2875989
{txt}{space 11}_Iccode_501 {c |}{col 24}{res}{space 2} .3864362{col 36}{space 2} .1147495{col 47}{space 1}    3.37{col 56}{space 3}0.001{col 64}{space 4} .1614235{col 77}{space 3}  .611449
{txt}{space 11}_Iccode_510 {c |}{col 24}{res}{space 2} .2952691{col 36}{space 2} .1094734{col 47}{space 1}    2.70{col 56}{space 3}0.007{col 64}{space 4} .0806024{col 77}{space 3} .5099359
{txt}{space 11}_Iccode_516 {c |}{col 24}{res}{space 2} .0093341{col 36}{space 2}  .126553{col 47}{space 1}    0.07{col 56}{space 3}0.941{col 64}{space 4}-.2388241{col 77}{space 3} .2574922
{txt}{space 11}_Iccode_517 {c |}{col 24}{res}{space 2} .1601417{col 36}{space 2} .1224025{col 47}{space 1}    1.31{col 56}{space 3}0.191{col 64}{space 4}-.0798778{col 77}{space 3} .4001611
{txt}{space 11}_Iccode_520 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_522 {c |}{col 24}{res}{space 2} .3301251{col 36}{space 2} .1164341{col 47}{space 1}    2.84{col 56}{space 3}0.005{col 64}{space 4} .1018091{col 77}{space 3}  .558441
{txt}{space 11}_Iccode_530 {c |}{col 24}{res}{space 2} .4238295{col 36}{space 2} .1048788{col 47}{space 1}    4.04{col 56}{space 3}0.000{col 64}{space 4} .2181724{col 77}{space 3} .6294867
{txt}{space 11}_Iccode_531 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_540 {c |}{col 24}{res}{space 2} .4484351{col 36}{space 2} .1067037{col 47}{space 1}    4.20{col 56}{space 3}0.000{col 64}{space 4} .2391995{col 77}{space 3} .6576707
{txt}{space 11}_Iccode_541 {c |}{col 24}{res}{space 2} .1424103{col 36}{space 2} .1069545{col 47}{space 1}    1.33{col 56}{space 3}0.183{col 64}{space 4}-.0673171{col 77}{space 3} .3521376
{txt}{space 11}_Iccode_551 {c |}{col 24}{res}{space 2} .1659209{col 36}{space 2} .1146766{col 47}{space 1}    1.45{col 56}{space 3}0.148{col 64}{space 4}-.0589489{col 77}{space 3} .3907907
{txt}{space 11}_Iccode_552 {c |}{col 24}{res}{space 2}  .084255{col 36}{space 2} .1138451{col 47}{space 1}    0.74{col 56}{space 3}0.459{col 64}{space 4}-.1389842{col 77}{space 3} .3074942
{txt}{space 11}_Iccode_553 {c |}{col 24}{res}{space 2}  .355919{col 36}{space 2}  .115177{col 47}{space 1}    3.09{col 56}{space 3}0.002{col 64}{space 4} .1300681{col 77}{space 3} .5817699
{txt}{space 11}_Iccode_560 {c |}{col 24}{res}{space 2} -.058496{col 36}{space 2} .1037018{col 47}{space 1}   -0.56{col 56}{space 3}0.573{col 64}{space 4}-.2618454{col 77}{space 3} .1448533
{txt}{space 11}_Iccode_565 {c |}{col 24}{res}{space 2} .0259712{col 36}{space 2} .1024688{col 47}{space 1}    0.25{col 56}{space 3}0.800{col 64}{space 4}-.1749603{col 77}{space 3} .2269027
{txt}{space 11}_Iccode_570 {c |}{col 24}{res}{space 2} .2149219{col 36}{space 2} .1175492{col 47}{space 1}    1.83{col 56}{space 3}0.068{col 64}{space 4}-.0155807{col 77}{space 3} .4454245
{txt}{space 11}_Iccode_571 {c |}{col 24}{res}{space 2}-.0146733{col 36}{space 2} .1038565{col 47}{space 1}   -0.14{col 56}{space 3}0.888{col 64}{space 4}-.2183259{col 77}{space 3} .1889793
{txt}{space 11}_Iccode_572 {c |}{col 24}{res}{space 2} .2069113{col 36}{space 2} .1024838{col 47}{space 1}    2.02{col 56}{space 3}0.044{col 64}{space 4} .0059505{col 77}{space 3} .4078722
{txt}{space 11}_Iccode_580 {c |}{col 24}{res}{space 2} .4465011{col 36}{space 2} .1243296{col 47}{space 1}    3.59{col 56}{space 3}0.000{col 64}{space 4} .2027026{col 77}{space 3} .6902995
{txt}{space 11}_Iccode_581 {c |}{col 24}{res}{space 2} .0479217{col 36}{space 2} .0994995{col 47}{space 1}    0.48{col 56}{space 3}0.630{col 64}{space 4}-.1471872{col 77}{space 3} .2430307
{txt}{space 11}_Iccode_591 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_600 {c |}{col 24}{res}{space 2}-.1164171{col 36}{space 2} .1100031{col 47}{space 1}   -1.06{col 56}{space 3}0.290{col 64}{space 4}-.3321226{col 77}{space 3} .0992884
{txt}{space 11}_Iccode_615 {c |}{col 24}{res}{space 2}  .438407{col 36}{space 2} .1153816{col 47}{space 1}    3.80{col 56}{space 3}0.000{col 64}{space 4} .2121548{col 77}{space 3} .6646591
{txt}{space 11}_Iccode_616 {c |}{col 24}{res}{space 2} .0429898{col 36}{space 2} .1091496{col 47}{space 1}    0.39{col 56}{space 3}0.694{col 64}{space 4} -.171042{col 77}{space 3} .2570217
{txt}{space 11}_Iccode_620 {c |}{col 24}{res}{space 2} .5792053{col 36}{space 2} .0999975{col 47}{space 1}    5.79{col 56}{space 3}0.000{col 64}{space 4} .3831199{col 77}{space 3} .7752908
{txt}{space 11}_Iccode_625 {c |}{col 24}{res}{space 2} .2230222{col 36}{space 2} .0949739{col 47}{space 1}    2.35{col 56}{space 3}0.019{col 64}{space 4} .0367876{col 77}{space 3} .4092567
{txt}{space 11}_Iccode_630 {c |}{col 24}{res}{space 2} .4997497{col 36}{space 2} .0924996{col 47}{space 1}    5.40{col 56}{space 3}0.000{col 64}{space 4} .3183669{col 77}{space 3} .6811326
{txt}{space 11}_Iccode_640 {c |}{col 24}{res}{space 2} .7162597{col 36}{space 2} .0965491{col 47}{space 1}    7.42{col 56}{space 3}0.000{col 64}{space 4} .5269362{col 77}{space 3} .9055833
{txt}{space 11}_Iccode_645 {c |}{col 24}{res}{space 2} .8540716{col 36}{space 2} .1057208{col 47}{space 1}    8.08{col 56}{space 3}0.000{col 64}{space 4} .6467633{col 77}{space 3}  1.06138
{txt}{space 11}_Iccode_651 {c |}{col 24}{res}{space 2} .1632574{col 36}{space 2} .1130323{col 47}{space 1}    1.44{col 56}{space 3}0.149{col 64}{space 4} -.058388{col 77}{space 3} .3849029
{txt}{space 11}_Iccode_652 {c |}{col 24}{res}{space 2} .5333985{col 36}{space 2} .0964615{col 47}{space 1}    5.53{col 56}{space 3}0.000{col 64}{space 4} .3442467{col 77}{space 3} .7225502
{txt}{space 11}_Iccode_660 {c |}{col 24}{res}{space 2} .3190517{col 36}{space 2} .0887005{col 47}{space 1}    3.60{col 56}{space 3}0.000{col 64}{space 4} .1451185{col 77}{space 3} .4929849
{txt}{space 11}_Iccode_663 {c |}{col 24}{res}{space 2} .3385592{col 36}{space 2} .1128712{col 47}{space 1}    3.00{col 56}{space 3}0.003{col 64}{space 4} .1172298{col 77}{space 3} .5598887
{txt}{space 11}_Iccode_670 {c |}{col 24}{res}{space 2} .5427814{col 36}{space 2} .1028085{col 47}{space 1}    5.28{col 56}{space 3}0.000{col 64}{space 4} .3411838{col 77}{space 3} .7443789
{txt}{space 11}_Iccode_679 {c |}{col 24}{res}{space 2} .4763946{col 36}{space 2} .1320617{col 47}{space 1}    3.61{col 56}{space 3}0.000{col 64}{space 4} .2174343{col 77}{space 3} .7353549
{txt}{space 11}_Iccode_680 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_690 {c |}{col 24}{res}{space 2} .2491117{col 36}{space 2} .1071471{col 47}{space 1}    2.32{col 56}{space 3}0.020{col 64}{space 4} .0390066{col 77}{space 3} .4592167
{txt}{space 11}_Iccode_694 {c |}{col 24}{res}{space 2} .3763995{col 36}{space 2} .1103076{col 47}{space 1}    3.41{col 56}{space 3}0.001{col 64}{space 4}  .160097{col 77}{space 3}  .592702
{txt}{space 11}_Iccode_698 {c |}{col 24}{res}{space 2} .1985393{col 36}{space 2}  .102565{col 47}{space 1}    1.94{col 56}{space 3}0.053{col 64}{space 4}-.0025807{col 77}{space 3} .3996594
{txt}{space 11}_Iccode_700 {c |}{col 24}{res}{space 2} .2993148{col 36}{space 2} .1128724{col 47}{space 1}    2.65{col 56}{space 3}0.008{col 64}{space 4} .0779829{col 77}{space 3} .5206468
{txt}{space 11}_Iccode_701 {c |}{col 24}{res}{space 2} .4524758{col 36}{space 2} .1102562{col 47}{space 1}    4.10{col 56}{space 3}0.000{col 64}{space 4} .2362739{col 77}{space 3} .6686776
{txt}{space 11}_Iccode_702 {c |}{col 24}{res}{space 2} .5116333{col 36}{space 2} .1213328{col 47}{space 1}    4.22{col 56}{space 3}0.000{col 64}{space 4} .2737115{col 77}{space 3} .7495552
{txt}{space 11}_Iccode_703 {c |}{col 24}{res}{space 2} .1966084{col 36}{space 2} .1015792{col 47}{space 1}    1.94{col 56}{space 3}0.053{col 64}{space 4}-.0025786{col 77}{space 3} .3957954
{txt}{space 11}_Iccode_704 {c |}{col 24}{res}{space 2} .2102811{col 36}{space 2} .1170749{col 47}{space 1}    1.80{col 56}{space 3}0.073{col 64}{space 4}-.0192915{col 77}{space 3} .4398536
{txt}{space 11}_Iccode_705 {c |}{col 24}{res}{space 2}-.0420889{col 36}{space 2}  .122074{col 47}{space 1}   -0.34{col 56}{space 3}0.730{col 64}{space 4}-.2814642{col 77}{space 3} .1972864
{txt}{space 11}_Iccode_710 {c |}{col 24}{res}{space 2} .2672428{col 36}{space 2} .1004915{col 47}{space 1}    2.66{col 56}{space 3}0.008{col 64}{space 4} .0701886{col 77}{space 3} .4642969
{txt}{space 11}_Iccode_712 {c |}{col 24}{res}{space 2}-.1513175{col 36}{space 2}  .128834{col 47}{space 1}   -1.17{col 56}{space 3}0.240{col 64}{space 4}-.4039486{col 77}{space 3} .1013135
{txt}{space 11}_Iccode_713 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_731 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_732 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_760 {c |}{col 24}{res}{space 2}-.3441488{col 36}{space 2} .1524759{col 47}{space 1}   -2.26{col 56}{space 3}0.024{col 64}{space 4}-.6431394{col 77}{space 3}-.0451582
{txt}{space 11}_Iccode_770 {c |}{col 24}{res}{space 2} .1501916{col 36}{space 2} .1285951{col 47}{space 1}    1.17{col 56}{space 3}0.243{col 64}{space 4}-.1019711{col 77}{space 3} .4023543
{txt}{space 11}_Iccode_771 {c |}{col 24}{res}{space 2}  .303101{col 36}{space 2} .1571398{col 47}{space 1}    1.93{col 56}{space 3}0.054{col 64}{space 4} -.005035{col 77}{space 3} .6112369
{txt}{space 11}_Iccode_775 {c |}{col 24}{res}{space 2} .0923743{col 36}{space 2}  .098886{col 47}{space 1}    0.93{col 56}{space 3}0.350{col 64}{space 4}-.1015316{col 77}{space 3} .2862803
{txt}{space 11}_Iccode_780 {c |}{col 24}{res}{space 2} .1750289{col 36}{space 2}    .1413{col 47}{space 1}    1.24{col 56}{space 3}0.216{col 64}{space 4}-.1020468{col 77}{space 3} .4521046
{txt}{space 11}_Iccode_790 {c |}{col 24}{res}{space 2} .4878255{col 36}{space 2} .1322781{col 47}{space 1}    3.69{col 56}{space 3}0.000{col 64}{space 4} .2284409{col 77}{space 3} .7472101
{txt}{space 11}_Iccode_800 {c |}{col 24}{res}{space 2} .3081287{col 36}{space 2} .1493125{col 47}{space 1}    2.06{col 56}{space 3}0.039{col 64}{space 4} .0153412{col 77}{space 3} .6009161
{txt}{space 11}_Iccode_811 {c |}{col 24}{res}{space 2} .3947074{col 36}{space 2} .1053299{col 47}{space 1}    3.75{col 56}{space 3}0.000{col 64}{space 4} .1881656{col 77}{space 3} .6012493
{txt}{space 11}_Iccode_812 {c |}{col 24}{res}{space 2} .5311862{col 36}{space 2} .1141581{col 47}{space 1}    4.65{col 56}{space 3}0.000{col 64}{space 4} .3073332{col 77}{space 3} .7550392
{txt}{space 11}_Iccode_816 {c |}{col 24}{res}{space 2} .4957402{col 36}{space 2} .1091998{col 47}{space 1}    4.54{col 56}{space 3}0.000{col 64}{space 4} .2816099{col 77}{space 3} .7098705
{txt}{space 11}_Iccode_820 {c |}{col 24}{res}{space 2} .2546252{col 36}{space 2} .0982238{col 47}{space 1}    2.59{col 56}{space 3}0.010{col 64}{space 4} .0620177{col 77}{space 3} .4472327
{txt}{space 11}_Iccode_830 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_840 {c |}{col 24}{res}{space 2} .2649109{col 36}{space 2} .1219937{col 47}{space 1}    2.17{col 56}{space 3}0.030{col 64}{space 4}  .025693{col 77}{space 3} .5041288
{txt}{space 11}_Iccode_850 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iccode_950 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iyear_1973 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 11}_Iyear_1974 {c |}{col 24}{res}{space 2}-.1797207{col 36}{space 2}  .112454{col 47}{space 1}   -1.60{col 56}{space 3}0.110{col 64}{space 4}-.4002322{col 77}{space 3} .0407907
{txt}{space 11}_Iyear_1975 {c |}{col 24}{res}{space 2}-.1538712{col 36}{space 2} .1116379{col 47}{space 1}   -1.38{col 56}{space 3}0.168{col 64}{space 4}-.3727823{col 77}{space 3} .0650399
{txt}{space 11}_Iyear_1976 {c |}{col 24}{res}{space 2}-.1180532{col 36}{space 2} .1119267{col 47}{space 1}   -1.05{col 56}{space 3}0.292{col 64}{space 4}-.3375307{col 77}{space 3} .1014243
{txt}{space 11}_Iyear_1977 {c |}{col 24}{res}{space 2}-.0779275{col 36}{space 2} .1144217{col 47}{space 1}   -0.68{col 56}{space 3}0.496{col 64}{space 4}-.3022975{col 77}{space 3} .1464424
{txt}{space 11}_Iyear_1978 {c |}{col 24}{res}{space 2}-.1505955{col 36}{space 2} .1131694{col 47}{space 1}   -1.33{col 56}{space 3}0.183{col 64}{space 4}-.3725098{col 77}{space 3} .0713187
{txt}{space 11}_Iyear_1979 {c |}{col 24}{res}{space 2}-.0374084{col 36}{space 2} .1126451{col 47}{space 1}   -0.33{col 56}{space 3}0.740{col 64}{space 4}-.2582946{col 77}{space 3} .1834778
{txt}{space 11}_Iyear_1980 {c |}{col 24}{res}{space 2} .0363471{col 36}{space 2} .1131192{col 47}{space 1}    0.32{col 56}{space 3}0.748{col 64}{space 4}-.1854687{col 77}{space 3}  .258163
{txt}{space 11}_Iyear_1981 {c |}{col 24}{res}{space 2} .0756042{col 36}{space 2} .1138399{col 47}{space 1}    0.66{col 56}{space 3}0.507{col 64}{space 4}-.1476249{col 77}{space 3} .2988333
{txt}{space 11}_Iyear_1982 {c |}{col 24}{res}{space 2} .0450229{col 36}{space 2} .1147081{col 47}{space 1}    0.39{col 56}{space 3}0.695{col 64}{space 4}-.1799085{col 77}{space 3} .2699544
{txt}{space 11}_Iyear_1983 {c |}{col 24}{res}{space 2} .0190314{col 36}{space 2} .1131038{col 47}{space 1}    0.17{col 56}{space 3}0.866{col 64}{space 4}-.2027542{col 77}{space 3}  .240817
{txt}{space 11}_Iyear_1984 {c |}{col 24}{res}{space 2}-.0625759{col 36}{space 2} .1139134{col 47}{space 1}   -0.55{col 56}{space 3}0.583{col 64}{space 4}-.2859491{col 77}{space 3} .1607974
{txt}{space 11}_Iyear_1985 {c |}{col 24}{res}{space 2}-.0301382{col 36}{space 2} .1125799{col 47}{space 1}   -0.27{col 56}{space 3}0.789{col 64}{space 4}-.2508965{col 77}{space 3} .1906201
{txt}{space 11}_Iyear_1986 {c |}{col 24}{res}{space 2} .0277042{col 36}{space 2} .1133246{col 47}{space 1}    0.24{col 56}{space 3}0.807{col 64}{space 4}-.1945144{col 77}{space 3} .2499227
{txt}{space 11}_Iyear_1987 {c |}{col 24}{res}{space 2} .0604335{col 36}{space 2} .1155489{col 47}{space 1}    0.52{col 56}{space 3}0.601{col 64}{space 4}-.1661469{col 77}{space 3} .2870138
{txt}{space 11}_Iyear_1988 {c |}{col 24}{res}{space 2} .1039837{col 36}{space 2} .1142216{col 47}{space 1}    0.91{col 56}{space 3}0.363{col 64}{space 4}-.1199939{col 77}{space 3} .3279614
{txt}{space 11}_Iyear_1989 {c |}{col 24}{res}{space 2} .1296652{col 36}{space 2} .1137675{col 47}{space 1}    1.14{col 56}{space 3}0.255{col 64}{space 4} -.093422{col 77}{space 3} .3527524
{txt}{space 11}_Iyear_1990 {c |}{col 24}{res}{space 2} .1090007{col 36}{space 2} .1150798{col 47}{space 1}    0.95{col 56}{space 3}0.344{col 64}{space 4}-.1166598{col 77}{space 3} .3346611
{txt}{space 11}_Iyear_1991 {c |}{col 24}{res}{space 2} .0536137{col 36}{space 2} .1162427{col 47}{space 1}    0.46{col 56}{space 3}0.645{col 64}{space 4}-.1743269{col 77}{space 3} .2815544
{txt}{space 11}_Iyear_1992 {c |}{col 24}{res}{space 2} .0366355{col 36}{space 2} .1184364{col 47}{space 1}    0.31{col 56}{space 3}0.757{col 64}{space 4}-.1956068{col 77}{space 3} .2688778
{txt}{space 11}_Iyear_1993 {c |}{col 24}{res}{space 2}-.0301647{col 36}{space 2} .1155893{col 47}{space 1}   -0.26{col 56}{space 3}0.794{col 64}{space 4}-.2568242{col 77}{space 3} .1964947
{txt}{space 11}_Iyear_1994 {c |}{col 24}{res}{space 2} .0476904{col 36}{space 2} .1161255{col 47}{space 1}    0.41{col 56}{space 3}0.681{col 64}{space 4}-.1800205{col 77}{space 3} .2754013
{txt}{space 11}_Iyear_1995 {c |}{col 24}{res}{space 2} .1215405{col 36}{space 2} .1145814{col 47}{space 1}    1.06{col 56}{space 3}0.289{col 64}{space 4}-.1031427{col 77}{space 3} .3462236
{txt}{space 11}_Iyear_1996 {c |}{col 24}{res}{space 2} .1404577{col 36}{space 2} .1124283{col 47}{space 1}    1.25{col 56}{space 3}0.212{col 64}{space 4}-.0800032{col 77}{space 3} .3609187
{txt}{space 11}_Iyear_1997 {c |}{col 24}{res}{space 2} .0709187{col 36}{space 2} .1146574{col 47}{space 1}    0.62{col 56}{space 3}0.536{col 64}{space 4}-.1539134{col 77}{space 3} .2957508
{txt}{space 11}_Iyear_1998 {c |}{col 24}{res}{space 2} .0576338{col 36}{space 2} .1141877{col 47}{space 1}    0.50{col 56}{space 3}0.614{col 64}{space 4}-.1662773{col 77}{space 3} .2815448
{txt}{space 11}_Iyear_1999 {c |}{col 24}{res}{space 2} -.038429{col 36}{space 2} .1146729{col 47}{space 1}   -0.34{col 56}{space 3}0.738{col 64}{space 4}-.2632916{col 77}{space 3} .1864335
{txt}{space 11}_Iyear_2000 {c |}{col 24}{res}{space 2}-.1143646{col 36}{space 2}  .116358{col 47}{space 1}   -0.98{col 56}{space 3}0.326{col 64}{space 4}-.3425314{col 77}{space 3} .1138022
{txt}{space 11}_Iyear_2001 {c |}{col 24}{res}{space 2} .0515823{col 36}{space 2} .1134215{col 47}{space 1}    0.45{col 56}{space 3}0.649{col 64}{space 4}-.1708263{col 77}{space 3} .2739908
{txt}{space 11}_Iyear_2002 {c |}{col 24}{res}{space 2}  .040507{col 36}{space 2} .1124641{col 47}{space 1}    0.36{col 56}{space 3}0.719{col 64}{space 4}-.1800243{col 77}{space 3} .2610382
{txt}{space 11}_Iyear_2003 {c |}{col 24}{res}{space 2}-.0092705{col 36}{space 2} .1129511{col 47}{space 1}   -0.08{col 56}{space 3}0.935{col 64}{space 4}-.2307567{col 77}{space 3} .2122157
{txt}{space 11}_Iyear_2004 {c |}{col 24}{res}{space 2} -.055677{col 36}{space 2} .1129578{col 47}{space 1}   -0.49{col 56}{space 3}0.622{col 64}{space 4}-.2771764{col 77}{space 3} .1658224
{txt}{space 11}_Iyear_2005 {c |}{col 24}{res}{space 2}-.1234536{col 36}{space 2} .1153245{col 47}{space 1}   -1.07{col 56}{space 3}0.285{col 64}{space 4}-.3495939{col 77}{space 3} .1026866
{txt}{space 11}_Iyear_2006 {c |}{col 24}{res}{space 2}-.0924701{col 36}{space 2} .1165668{col 47}{space 1}   -0.79{col 56}{space 3}0.428{col 64}{space 4}-.3210464{col 77}{space 3} .1361062
{txt}{space 11}_Iyear_2007 {c |}{col 24}{res}{space 2} .0031827{col 36}{space 2} .1155069{col 47}{space 1}    0.03{col 56}{space 3}0.978{col 64}{space 4}-.2233153{col 77}{space 3} .2296807
{txt}{space 11}_Iyear_2008 {c |}{col 24}{res}{space 2} .0551733{col 36}{space 2} .1160247{col 47}{space 1}    0.48{col 56}{space 3}0.634{col 64}{space 4}-.1723399{col 77}{space 3} .2826866
{txt}{space 11}_Iyear_2009 {c |}{col 24}{res}{space 2} .2052614{col 36}{space 2} .1155534{col 47}{space 1}    1.78{col 56}{space 3}0.076{col 64}{space 4}-.0213276{col 77}{space 3} .4318505
{txt}{space 11}_Iyear_2010 {c |}{col 24}{res}{space 2} .0915253{col 36}{space 2} .1155755{col 47}{space 1}    0.79{col 56}{space 3}0.428{col 64}{space 4}-.1351072{col 77}{space 3} .3181578
{txt}{space 11}_Iyear_2011 {c |}{col 24}{res}{space 2} .0285414{col 36}{space 2} .1183905{col 47}{space 1}    0.24{col 56}{space 3}0.810{col 64}{space 4}-.2036109{col 77}{space 3} .2606937
{txt}{space 11}_Iyear_2012 {c |}{col 24}{res}{space 2} .0546299{col 36}{space 2} .1191952{col 47}{space 1}    0.46{col 56}{space 3}0.647{col 64}{space 4}-.1791003{col 77}{space 3} .2883601
{txt}{space 11}_Iyear_2013 {c |}{col 24}{res}{space 2} .0287748{col 36}{space 2} .1117293{col 47}{space 1}    0.26{col 56}{space 3}0.797{col 64}{space 4}-.1903156{col 77}{space 3} .2478653
{txt}{space 11}_Iyear_2014 {c |}{col 24}{res}{space 2}        0{col 36}{txt}  (omitted)
{space 17}_cons {c |}{col 24}{res}{space 2} .3161453{col 36}{space 2} .2115646{col 47}{space 1}    1.49{col 56}{space 3}0.135{col 64}{space 4}-.0987124{col 77}{space 3}  .731003
{txt}{hline 23}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
F test of excluded instruments:
  F(  1,  2526) = {res}   59.48
{txt}  Prob > F      = {res}  0.0000
{help ivreg2##swstats:Sanderson-Windmeijer multivariate F test of excluded instruments:}
{txt}  F(  1,  2526) = {res}   59.48
{txt}  Prob > F      = {res}  0.0000



{txt}Summary results for first-stage regressions
{hline 43}

{col 44}{help ivreg2##swstats:(Underid)}{col 65}{help ivreg2##swstats:(Weak id)}
Variable     |{col 16}{help ivreg2##swstats:F}({res}{col 17}  1{txt},{res}  2526{txt})  P-val{col 37}|{col 39}{help ivreg2##swstats:SW Chi-sq}({res}  1{txt}) P-val{col 60}|{col 62}{help ivreg2##swstats:SW F}({res}{col 67}  1{txt},{res}  2526{txt})
{res}imfprogram_u{col 14}{txt}|{col 18}{res}   59.48{col 28}  0.0000{col 37}{txt}|{col 42}{res}   63.11{col 51}  0.0000{col 60}{txt}|{col 65}{res}   59.48

{txt}NB: first-stage test statistics heteroskedasticity-robust

Stock-Yogo weak ID F test critical values for single endogenous regressor:
{res}{txt}{col 36}10% maximal IV size{res}{col 67} 16.38
{txt}{col 36}15% maximal IV size{res}{col 67}  8.96
{txt}{col 36}20% maximal IV size{res}{col 67}  6.66
{txt}{col 36}25% maximal IV size{res}{col 67}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for i.i.d. errors only.

{help ivreg2##idtest:Underidentification test}
Ho: matrix of reduced form coefficients has rank=K1-1 (underidentified)
Ha: matrix has rank=K1 (identified)
{res}Kleibergen-Paap rk LM statistic{txt}{col 42}Chi-sq({res}1{txt})={res}62.50  {col 61}{txt}P-val={res}0.0000

{help ivreg2##widtest:Weak identification test}
{txt}Ho: equation is weakly identified
{res}Cragg-Donald Wald F statistic{col 65}   58.06
Kleibergen-Paap Wald rk F statistic{col 65}   59.48

{txt}Stock-Yogo weak ID test critical values for K1=1 and L1=1:
{res}{txt}{col 36}10% maximal IV size{res}{col 67} 16.38
{txt}{col 36}15% maximal IV size{res}{col 67}  8.96
{txt}{col 36}20% maximal IV size{res}{col 67}  6.66
{txt}{col 36}25% maximal IV size{res}{col 67}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.

{help ivreg2##wirobust:Weak-instrument-robust inference}
Tests of joint significance of endogenous regressors B1 in main equation
Ho: B1=0 and orthogonality conditions are valid
{res}Anderson-Rubin Wald test{txt}{col 36}F({res}1{txt},{res}2526{txt})={col 49}{res}   4.57{col 61}{txt}P-val={res}0.0326
Anderson-Rubin Wald test{txt}{col 36}Chi-sq({res}1{txt})={col 49}{res}   4.85{col 61}{txt}P-val={res}0.0276
Stock-Wright LM S statistic{txt}{col 36}Chi-sq({res}1{txt})={col 49}{res}      .{col 61}{txt}P-val={res}     .

{txt}NB: Underidentification, weak identification and weak-identification-robust
    test statistics heteroskedasticity-robust

Number of observations               N  = {res}      2680
{txt}Number of regressors                 K  = {res}       154
{txt}Number of endogenous regressors      K1 = {res}         1
{txt}Number of instruments                L  = {res}       154
{txt}Number of excluded instruments       L1 = {res}         1

{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2680
{txt}{col 55}F(153,  2526) = {res} 1160.82
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2993.999363{txt}{col 55}Centered R2   = {res}  0.9632
{txt}Total (uncentered) SS   = {res} 4693.124651{txt}{col 55}Uncentered R2 = {res}  0.9766
{txt}Residual SS             = {res} 110.0522172{txt}{col 55}Root MSE      = {res}   .2026

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}  -.15974{col 30}{space 2}  .076564{col 41}{space 1}   -2.09{col 50}{space 3}0.037{col 58}{space 4}-.3098026{col 71}{space 3}-.0096774
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8551102{col 30}{space 2}  .016472{col 41}{space 1}   51.91{col 50}{space 3}0.000{col 58}{space 4} .8228257{col 71}{space 3} .8873947
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0074286{col 30}{space 2} .0856488{col 41}{space 1}    0.09{col 50}{space 3}0.931{col 58}{space 4}-.1604398{col 71}{space 3} .1752971
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2}-.0029789{col 30}{space 2} .0211625{col 41}{space 1}   -0.14{col 50}{space 3}0.888{col 58}{space 4}-.0444566{col 71}{space 3} .0384988
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .3503898{col 30}{space 2} .1120405{col 41}{space 1}    3.13{col 50}{space 3}0.002{col 58}{space 4} .1307944{col 71}{space 3} .5699852
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0208834{col 30}{space 2}  .010829{col 41}{space 1}   -1.93{col 50}{space 3}0.054{col 58}{space 4}-.0421079{col 71}{space 3} .0003411
{txt}{space 9}actotal {c |}{col 18}{res}{space 2} -.041788{col 30}{space 2} .0049691{col 41}{space 1}   -8.41{col 50}{space 3}0.000{col 58}{space 4}-.0515273{col 71}{space 3}-.0320487
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2} .0434932{col 30}{space 2} .0301632{col 41}{space 1}    1.44{col 50}{space 3}0.149{col 58}{space 4}-.0156255{col 71}{space 3}  .102612
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0285741{col 30}{space 2} .0181539{col 41}{space 1}    1.57{col 50}{space 3}0.115{col 58}{space 4}-.0070068{col 71}{space 3}  .064155
{txt}{space 6}_Iccode_41 {c |}{col 18}{res}{space 2} .0358204{col 30}{space 2} .0719512{col 41}{space 1}    0.50{col 50}{space 3}0.619{col 58}{space 4}-.1052015{col 71}{space 3} .1768422
{txt}{space 6}_Iccode_70 {c |}{col 18}{res}{space 2}-.0645208{col 30}{space 2} .0578358{col 41}{space 1}   -1.12{col 50}{space 3}0.265{col 58}{space 4}-.1778769{col 71}{space 3} .0488353
{txt}{space 6}_Iccode_90 {c |}{col 18}{res}{space 2} .0157749{col 30}{space 2} .0689875{col 41}{space 1}    0.23{col 50}{space 3}0.819{col 58}{space 4} -.119438{col 71}{space 3} .1509878
{txt}{space 6}_Iccode_91 {c |}{col 18}{res}{space 2}-.0424993{col 30}{space 2}  .092577{col 41}{space 1}   -0.46{col 50}{space 3}0.646{col 58}{space 4}-.2239468{col 71}{space 3} .1389483
{txt}{space 6}_Iccode_92 {c |}{col 18}{res}{space 2}-.1068033{col 30}{space 2} .0854463{col 41}{space 1}   -1.25{col 50}{space 3}0.211{col 58}{space 4}-.2742749{col 71}{space 3} .0606683
{txt}{space 6}_Iccode_93 {c |}{col 18}{res}{space 2}-.0689869{col 30}{space 2} .0412154{col 41}{space 1}   -1.67{col 50}{space 3}0.094{col 58}{space 4}-.1497675{col 71}{space 3} .0117938
{txt}{space 6}_Iccode_95 {c |}{col 18}{res}{space 2} .0303312{col 30}{space 2} .0711808{col 41}{space 1}    0.43{col 50}{space 3}0.670{col 58}{space 4}-.1091806{col 71}{space 3}  .169843
{txt}{space 5}_Iccode_110 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_115 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_130 {c |}{col 18}{res}{space 2}-.0094037{col 30}{space 2} .0547449{col 41}{space 1}   -0.17{col 50}{space 3}0.864{col 58}{space 4}-.1167017{col 71}{space 3} .0978944
{txt}{space 5}_Iccode_135 {c |}{col 18}{res}{space 2} .0546552{col 30}{space 2} .0710496{col 41}{space 1}    0.77{col 50}{space 3}0.442{col 58}{space 4}-.0845994{col 71}{space 3} .1939099
{txt}{space 5}_Iccode_140 {c |}{col 18}{res}{space 2}-.0511033{col 30}{space 2} .0522864{col 41}{space 1}   -0.98{col 50}{space 3}0.328{col 58}{space 4}-.1535827{col 71}{space 3} .0513762
{txt}{space 5}_Iccode_145 {c |}{col 18}{res}{space 2}-.0635002{col 30}{space 2} .0554282{col 41}{space 1}   -1.15{col 50}{space 3}0.252{col 58}{space 4}-.1721375{col 71}{space 3} .0451371
{txt}{space 5}_Iccode_150 {c |}{col 18}{res}{space 2}-.0467137{col 30}{space 2} .0565343{col 41}{space 1}   -0.83{col 50}{space 3}0.409{col 58}{space 4}-.1575189{col 71}{space 3} .0640915
{txt}{space 5}_Iccode_155 {c |}{col 18}{res}{space 2} .0255915{col 30}{space 2} .0670543{col 41}{space 1}    0.38{col 50}{space 3}0.703{col 58}{space 4}-.1058325{col 71}{space 3} .1570155
{txt}{space 5}_Iccode_160 {c |}{col 18}{res}{space 2}-.1494563{col 30}{space 2} .2162617{col 41}{space 1}   -0.69{col 50}{space 3}0.490{col 58}{space 4}-.5733214{col 71}{space 3} .2744088
{txt}{space 5}_Iccode_165 {c |}{col 18}{res}{space 2}-.0226446{col 30}{space 2} .0760837{col 41}{space 1}   -0.30{col 50}{space 3}0.766{col 58}{space 4}-.1717659{col 71}{space 3} .1264766
{txt}{space 5}_Iccode_230 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_265 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_290 {c |}{col 18}{res}{space 2} .1111176{col 30}{space 2} .0791733{col 41}{space 1}    1.40{col 50}{space 3}0.160{col 58}{space 4}-.0440592{col 71}{space 3} .2662945
{txt}{space 5}_Iccode_310 {c |}{col 18}{res}{space 2} .3099189{col 30}{space 2} .0884698{col 41}{space 1}    3.50{col 50}{space 3}0.000{col 58}{space 4} .1365213{col 71}{space 3} .4833166
{txt}{space 5}_Iccode_339 {c |}{col 18}{res}{space 2} .0856572{col 30}{space 2} .0587906{col 41}{space 1}    1.46{col 50}{space 3}0.145{col 58}{space 4}-.0295702{col 71}{space 3} .2008846
{txt}{space 5}_Iccode_341 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_345 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_346 {c |}{col 18}{res}{space 2} .2207997{col 30}{space 2} .2025275{col 41}{space 1}    1.09{col 50}{space 3}0.276{col 58}{space 4}-.1761469{col 71}{space 3} .6177463
{txt}{space 5}_Iccode_352 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_355 {c |}{col 18}{res}{space 2} .1903588{col 30}{space 2} .1113612{col 41}{space 1}    1.71{col 50}{space 3}0.087{col 58}{space 4}-.0279051{col 71}{space 3} .4086227
{txt}{space 5}_Iccode_360 {c |}{col 18}{res}{space 2} .0408309{col 30}{space 2} .0674058{col 41}{space 1}    0.61{col 50}{space 3}0.545{col 58}{space 4} -.091282{col 71}{space 3} .1729437
{txt}{space 5}_Iccode_365 {c |}{col 18}{res}{space 2}-.1275432{col 30}{space 2} .0556479{col 41}{space 1}   -2.29{col 50}{space 3}0.022{col 58}{space 4} -.236611{col 71}{space 3}-.0184753
{txt}{space 5}_Iccode_370 {c |}{col 18}{res}{space 2}-.1268069{col 30}{space 2} .0578254{col 41}{space 1}   -2.19{col 50}{space 3}0.028{col 58}{space 4}-.2401426{col 71}{space 3}-.0134712
{txt}{space 5}_Iccode_372 {c |}{col 18}{res}{space 2}-.0775077{col 30}{space 2} .0605683{col 41}{space 1}   -1.28{col 50}{space 3}0.201{col 58}{space 4}-.1962194{col 71}{space 3} .0412039
{txt}{space 5}_Iccode_373 {c |}{col 18}{res}{space 2} .1815581{col 30}{space 2} .0642762{col 41}{space 1}    2.82{col 50}{space 3}0.005{col 58}{space 4}  .055579{col 71}{space 3} .3075371
{txt}{space 5}_Iccode_402 {c |}{col 18}{res}{space 2} .0900115{col 30}{space 2} .0618858{col 41}{space 1}    1.45{col 50}{space 3}0.146{col 58}{space 4}-.0312825{col 71}{space 3} .2113055
{txt}{space 5}_Iccode_403 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_404 {c |}{col 18}{res}{space 2} .0874055{col 30}{space 2} .0701952{col 41}{space 1}    1.25{col 50}{space 3}0.213{col 58}{space 4}-.0501746{col 71}{space 3} .2249856
{txt}{space 5}_Iccode_411 {c |}{col 18}{res}{space 2} .1302845{col 30}{space 2} .0830515{col 41}{space 1}    1.57{col 50}{space 3}0.117{col 58}{space 4}-.0324934{col 71}{space 3} .2930625
{txt}{space 5}_Iccode_420 {c |}{col 18}{res}{space 2} .0422608{col 30}{space 2}  .060465{col 41}{space 1}    0.70{col 50}{space 3}0.485{col 58}{space 4}-.0762484{col 71}{space 3}   .16077
{txt}{space 5}_Iccode_432 {c |}{col 18}{res}{space 2}-.0811132{col 30}{space 2} .0755993{col 41}{space 1}   -1.07{col 50}{space 3}0.283{col 58}{space 4}-.2292851{col 71}{space 3} .0670587
{txt}{space 5}_Iccode_433 {c |}{col 18}{res}{space 2}-.0471284{col 30}{space 2} .0633764{col 41}{space 1}   -0.74{col 50}{space 3}0.457{col 58}{space 4}-.1713439{col 71}{space 3} .0770871
{txt}{space 5}_Iccode_434 {c |}{col 18}{res}{space 2} .0883955{col 30}{space 2} .1218592{col 41}{space 1}    0.73{col 50}{space 3}0.468{col 58}{space 4}-.1504442{col 71}{space 3} .3272351
{txt}{space 5}_Iccode_435 {c |}{col 18}{res}{space 2} .0422103{col 30}{space 2} .0642593{col 41}{space 1}    0.66{col 50}{space 3}0.511{col 58}{space 4}-.0837356{col 71}{space 3} .1681562
{txt}{space 5}_Iccode_436 {c |}{col 18}{res}{space 2}-.0039788{col 30}{space 2} .0667903{col 41}{space 1}   -0.06{col 50}{space 3}0.952{col 58}{space 4}-.1348854{col 71}{space 3} .1269277
{txt}{space 5}_Iccode_437 {c |}{col 18}{res}{space 2}-.0134212{col 30}{space 2} .0582225{col 41}{space 1}   -0.23{col 50}{space 3}0.818{col 58}{space 4}-.1275352{col 71}{space 3} .1006929
{txt}{space 5}_Iccode_438 {c |}{col 18}{res}{space 2} .0884947{col 30}{space 2} .0757774{col 41}{space 1}    1.17{col 50}{space 3}0.243{col 58}{space 4}-.0600262{col 71}{space 3} .2370157
{txt}{space 5}_Iccode_439 {c |}{col 18}{res}{space 2}-.0143886{col 30}{space 2} .0653998{col 41}{space 1}   -0.22{col 50}{space 3}0.826{col 58}{space 4}-.1425698{col 71}{space 3} .1137927
{txt}{space 5}_Iccode_450 {c |}{col 18}{res}{space 2} .0451429{col 30}{space 2} .1189983{col 41}{space 1}    0.38{col 50}{space 3}0.704{col 58}{space 4}-.1880894{col 71}{space 3} .2783752
{txt}{space 5}_Iccode_451 {c |}{col 18}{res}{space 2} .0708958{col 30}{space 2} .0885483{col 41}{space 1}    0.80{col 50}{space 3}0.423{col 58}{space 4}-.1026557{col 71}{space 3} .2444472
{txt}{space 5}_Iccode_452 {c |}{col 18}{res}{space 2} .1347275{col 30}{space 2} .0864198{col 41}{space 1}    1.56{col 50}{space 3}0.119{col 58}{space 4}-.0346523{col 71}{space 3} .3041073
{txt}{space 5}_Iccode_461 {c |}{col 18}{res}{space 2} -.000774{col 30}{space 2} .0593251{col 41}{space 1}   -0.01{col 50}{space 3}0.990{col 58}{space 4} -.117049{col 71}{space 3} .1155011
{txt}{space 5}_Iccode_471 {c |}{col 18}{res}{space 2}-.0701252{col 30}{space 2} .0544648{col 41}{space 1}   -1.29{col 50}{space 3}0.198{col 58}{space 4}-.1768742{col 71}{space 3} .0366238
{txt}{space 5}_Iccode_475 {c |}{col 18}{res}{space 2}-.1708119{col 30}{space 2} .0629415{col 41}{space 1}   -2.71{col 50}{space 3}0.007{col 58}{space 4}-.2941749{col 71}{space 3}-.0474489
{txt}{space 5}_Iccode_481 {c |}{col 18}{res}{space 2} .1006008{col 30}{space 2} .0537449{col 41}{space 1}    1.87{col 50}{space 3}0.061{col 58}{space 4}-.0047372{col 71}{space 3} .2059389
{txt}{space 5}_Iccode_482 {c |}{col 18}{res}{space 2} .0181643{col 30}{space 2}  .061964{col 41}{space 1}    0.29{col 50}{space 3}0.769{col 58}{space 4} -.103283{col 71}{space 3} .1396116
{txt}{space 5}_Iccode_483 {c |}{col 18}{res}{space 2} .0237304{col 30}{space 2} .0640272{col 41}{space 1}    0.37{col 50}{space 3}0.711{col 58}{space 4}-.1017606{col 71}{space 3} .1492214
{txt}{space 5}_Iccode_484 {c |}{col 18}{res}{space 2} .1587197{col 30}{space 2} .0711898{col 41}{space 1}    2.23{col 50}{space 3}0.026{col 58}{space 4} .0191902{col 71}{space 3} .2982492
{txt}{space 5}_Iccode_490 {c |}{col 18}{res}{space 2} -.064716{col 30}{space 2} .0681092{col 41}{space 1}   -0.95{col 50}{space 3}0.342{col 58}{space 4}-.1982076{col 71}{space 3} .0687757
{txt}{space 5}_Iccode_500 {c |}{col 18}{res}{space 2}-.1086574{col 30}{space 2}  .060168{col 41}{space 1}   -1.81{col 50}{space 3}0.071{col 58}{space 4}-.2265845{col 71}{space 3} .0092697
{txt}{space 5}_Iccode_501 {c |}{col 18}{res}{space 2} .0423955{col 30}{space 2} .0576668{col 41}{space 1}    0.74{col 50}{space 3}0.462{col 58}{space 4}-.0706293{col 71}{space 3} .1554203
{txt}{space 5}_Iccode_510 {c |}{col 18}{res}{space 2}  .001675{col 30}{space 2} .0563639{col 41}{space 1}    0.03{col 50}{space 3}0.976{col 58}{space 4}-.1087962{col 71}{space 3} .1121462
{txt}{space 5}_Iccode_516 {c |}{col 18}{res}{space 2}-.0708309{col 30}{space 2} .1075594{col 41}{space 1}   -0.66{col 50}{space 3}0.510{col 58}{space 4}-.2816434{col 71}{space 3} .1399816
{txt}{space 5}_Iccode_517 {c |}{col 18}{res}{space 2}-.0452413{col 30}{space 2} .0872391{col 41}{space 1}   -0.52{col 50}{space 3}0.604{col 58}{space 4}-.2162268{col 71}{space 3} .1257441
{txt}{space 5}_Iccode_520 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_522 {c |}{col 18}{res}{space 2} .0404697{col 30}{space 2} .0555127{col 41}{space 1}    0.73{col 50}{space 3}0.466{col 58}{space 4}-.0683331{col 71}{space 3} .1492725
{txt}{space 5}_Iccode_530 {c |}{col 18}{res}{space 2}-.0062615{col 30}{space 2} .0622987{col 41}{space 1}   -0.10{col 50}{space 3}0.920{col 58}{space 4}-.1283648{col 71}{space 3} .1158418
{txt}{space 5}_Iccode_531 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_540 {c |}{col 18}{res}{space 2} .0350393{col 30}{space 2}  .052657{col 41}{space 1}    0.67{col 50}{space 3}0.506{col 58}{space 4}-.0681666{col 71}{space 3} .1382452
{txt}{space 5}_Iccode_541 {c |}{col 18}{res}{space 2} .0226447{col 30}{space 2} .0623338{col 41}{space 1}    0.36{col 50}{space 3}0.716{col 58}{space 4}-.0995272{col 71}{space 3} .1448167
{txt}{space 5}_Iccode_551 {c |}{col 18}{res}{space 2}-.0000869{col 30}{space 2} .0503657{col 41}{space 1}   -0.00{col 50}{space 3}0.999{col 58}{space 4}-.0988019{col 71}{space 3}  .098628
{txt}{space 5}_Iccode_552 {c |}{col 18}{res}{space 2} -.064595{col 30}{space 2} .0516633{col 41}{space 1}   -1.25{col 50}{space 3}0.211{col 58}{space 4}-.1658532{col 71}{space 3} .0366633
{txt}{space 5}_Iccode_553 {c |}{col 18}{res}{space 2}-.0007581{col 30}{space 2} .0690524{col 41}{space 1}   -0.01{col 50}{space 3}0.991{col 58}{space 4}-.1360983{col 71}{space 3} .1345821
{txt}{space 5}_Iccode_560 {c |}{col 18}{res}{space 2} -.216738{col 30}{space 2} .0696087{col 41}{space 1}   -3.11{col 50}{space 3}0.002{col 58}{space 4}-.3531686{col 71}{space 3}-.0803075
{txt}{space 5}_Iccode_565 {c |}{col 18}{res}{space 2}-.0662113{col 30}{space 2} .0764158{col 41}{space 1}   -0.87{col 50}{space 3}0.386{col 58}{space 4}-.2159835{col 71}{space 3} .0835609
{txt}{space 5}_Iccode_570 {c |}{col 18}{res}{space 2}-.0125146{col 30}{space 2} .0599979{col 41}{space 1}   -0.21{col 50}{space 3}0.835{col 58}{space 4}-.1301083{col 71}{space 3} .1050791
{txt}{space 5}_Iccode_571 {c |}{col 18}{res}{space 2} .0404451{col 30}{space 2} .0626218{col 41}{space 1}    0.65{col 50}{space 3}0.518{col 58}{space 4}-.0822913{col 71}{space 3} .1631816
{txt}{space 5}_Iccode_572 {c |}{col 18}{res}{space 2} .0249649{col 30}{space 2} .0544039{col 41}{space 1}    0.46{col 50}{space 3}0.646{col 58}{space 4}-.0816647{col 71}{space 3} .1315946
{txt}{space 5}_Iccode_580 {c |}{col 18}{res}{space 2} .0886076{col 30}{space 2} .0667659{col 41}{space 1}    1.33{col 50}{space 3}0.184{col 58}{space 4}-.0422512{col 71}{space 3} .2194665
{txt}{space 5}_Iccode_581 {c |}{col 18}{res}{space 2} .0398097{col 30}{space 2} .0571786{col 41}{space 1}    0.70{col 50}{space 3}0.486{col 58}{space 4}-.0722582{col 71}{space 3} .1518777
{txt}{space 5}_Iccode_591 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_600 {c |}{col 18}{res}{space 2}-.0951667{col 30}{space 2} .0493003{col 41}{space 1}   -1.93{col 50}{space 3}0.054{col 58}{space 4}-.1917936{col 71}{space 3} .0014602
{txt}{space 5}_Iccode_615 {c |}{col 18}{res}{space 2}-.0396946{col 30}{space 2} .0577926{col 41}{space 1}   -0.69{col 50}{space 3}0.492{col 58}{space 4} -.152966{col 71}{space 3} .0735768
{txt}{space 5}_Iccode_616 {c |}{col 18}{res}{space 2}-.1724927{col 30}{space 2} .0544171{col 41}{space 1}   -3.17{col 50}{space 3}0.002{col 58}{space 4}-.2791483{col 71}{space 3}-.0658371
{txt}{space 5}_Iccode_620 {c |}{col 18}{res}{space 2}-.0620774{col 30}{space 2} .0691659{col 41}{space 1}   -0.90{col 50}{space 3}0.369{col 58}{space 4}  -.19764{col 71}{space 3} .0734852
{txt}{space 5}_Iccode_625 {c |}{col 18}{res}{space 2}-.0245856{col 30}{space 2} .0472426{col 41}{space 1}   -0.52{col 50}{space 3}0.603{col 58}{space 4}-.1171793{col 71}{space 3} .0680082
{txt}{space 5}_Iccode_630 {c |}{col 18}{res}{space 2}-.0430917{col 30}{space 2} .0554955{col 41}{space 1}   -0.78{col 50}{space 3}0.437{col 58}{space 4}-.1518609{col 71}{space 3} .0656775
{txt}{space 5}_Iccode_640 {c |}{col 18}{res}{space 2} .0731735{col 30}{space 2} .0726148{col 41}{space 1}    1.01{col 50}{space 3}0.314{col 58}{space 4}-.0691489{col 71}{space 3} .2154959
{txt}{space 5}_Iccode_645 {c |}{col 18}{res}{space 2} .2178888{col 30}{space 2} .0728219{col 41}{space 1}    2.99{col 50}{space 3}0.003{col 58}{space 4} .0751605{col 71}{space 3} .3606172
{txt}{space 5}_Iccode_651 {c |}{col 18}{res}{space 2}-.1640692{col 30}{space 2} .0471882{col 41}{space 1}   -3.48{col 50}{space 3}0.001{col 58}{space 4}-.2565564{col 71}{space 3} -.071582
{txt}{space 5}_Iccode_652 {c |}{col 18}{res}{space 2}-.0553874{col 30}{space 2} .0656135{col 41}{space 1}   -0.84{col 50}{space 3}0.399{col 58}{space 4}-.1839874{col 71}{space 3} .0732126
{txt}{space 5}_Iccode_660 {c |}{col 18}{res}{space 2}-.0029612{col 30}{space 2} .0489789{col 41}{space 1}   -0.06{col 50}{space 3}0.952{col 58}{space 4}-.0989581{col 71}{space 3} .0930357
{txt}{space 5}_Iccode_663 {c |}{col 18}{res}{space 2}-.0573811{col 30}{space 2} .0542002{col 41}{space 1}   -1.06{col 50}{space 3}0.290{col 58}{space 4}-.1636116{col 71}{space 3} .0488494
{txt}{space 5}_Iccode_670 {c |}{col 18}{res}{space 2} .0427395{col 30}{space 2} .0639222{col 41}{space 1}    0.67{col 50}{space 3}0.504{col 58}{space 4}-.0825456{col 71}{space 3} .1680246
{txt}{space 5}_Iccode_679 {c |}{col 18}{res}{space 2} -.038308{col 30}{space 2} .0592485{col 41}{space 1}   -0.65{col 50}{space 3}0.518{col 58}{space 4}-.1544331{col 71}{space 3}  .077817
{txt}{space 5}_Iccode_680 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_690 {c |}{col 18}{res}{space 2}-.0469595{col 30}{space 2} .0866373{col 41}{space 1}   -0.54{col 50}{space 3}0.588{col 58}{space 4}-.2167654{col 71}{space 3} .1228465
{txt}{space 5}_Iccode_694 {c |}{col 18}{res}{space 2} .1659409{col 30}{space 2} .0743963{col 41}{space 1}    2.23{col 50}{space 3}0.026{col 58}{space 4} .0201268{col 71}{space 3}  .311755
{txt}{space 5}_Iccode_698 {c |}{col 18}{res}{space 2}  .071248{col 30}{space 2}  .062084{col 41}{space 1}    1.15{col 50}{space 3}0.251{col 58}{space 4}-.0504345{col 71}{space 3} .1929305
{txt}{space 5}_Iccode_700 {c |}{col 18}{res}{space 2}-.0634941{col 30}{space 2}  .071328{col 41}{space 1}   -0.89{col 50}{space 3}0.373{col 58}{space 4}-.2032944{col 71}{space 3} .0763062
{txt}{space 5}_Iccode_701 {c |}{col 18}{res}{space 2} .0865622{col 30}{space 2} .0687529{col 41}{space 1}    1.26{col 50}{space 3}0.208{col 58}{space 4}-.0481909{col 71}{space 3} .2213154
{txt}{space 5}_Iccode_702 {c |}{col 18}{res}{space 2}  .156228{col 30}{space 2} .0569256{col 41}{space 1}    2.74{col 50}{space 3}0.006{col 58}{space 4} .0446559{col 71}{space 3} .2678001
{txt}{space 5}_Iccode_703 {c |}{col 18}{res}{space 2}-.0050854{col 30}{space 2} .0556391{col 41}{space 1}   -0.09{col 50}{space 3}0.927{col 58}{space 4} -.114136{col 71}{space 3} .1039651
{txt}{space 5}_Iccode_704 {c |}{col 18}{res}{space 2}-.0357032{col 30}{space 2} .0581774{col 41}{space 1}   -0.61{col 50}{space 3}0.539{col 58}{space 4}-.1497288{col 71}{space 3} .0783223
{txt}{space 5}_Iccode_705 {c |}{col 18}{res}{space 2}-.1691597{col 30}{space 2} .0551109{col 41}{space 1}   -3.07{col 50}{space 3}0.002{col 58}{space 4}-.2771751{col 71}{space 3}-.0611442
{txt}{space 5}_Iccode_710 {c |}{col 18}{res}{space 2}-.0818917{col 30}{space 2} .0494171{col 41}{space 1}   -1.66{col 50}{space 3}0.097{col 58}{space 4}-.1787474{col 71}{space 3}  .014964
{txt}{space 5}_Iccode_712 {c |}{col 18}{res}{space 2} .1801224{col 30}{space 2} .1140307{col 41}{space 1}    1.58{col 50}{space 3}0.114{col 58}{space 4}-.0433736{col 71}{space 3} .4036185
{txt}{space 5}_Iccode_713 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_731 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_732 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_760 {c |}{col 18}{res}{space 2} .0747106{col 30}{space 2} .1231912{col 41}{space 1}    0.61{col 50}{space 3}0.544{col 58}{space 4}-.1667397{col 71}{space 3} .3161609
{txt}{space 5}_Iccode_770 {c |}{col 18}{res}{space 2}-.0044478{col 30}{space 2} .0486059{col 41}{space 1}   -0.09{col 50}{space 3}0.927{col 58}{space 4}-.0997136{col 71}{space 3}  .090818
{txt}{space 5}_Iccode_771 {c |}{col 18}{res}{space 2} .0119082{col 30}{space 2} .0545492{col 41}{space 1}    0.22{col 50}{space 3}0.827{col 58}{space 4}-.0950063{col 71}{space 3} .1188227
{txt}{space 5}_Iccode_775 {c |}{col 18}{res}{space 2} .0097733{col 30}{space 2} .0493582{col 41}{space 1}    0.20{col 50}{space 3}0.843{col 58}{space 4} -.086967{col 71}{space 3} .1065136
{txt}{space 5}_Iccode_780 {c |}{col 18}{res}{space 2}-.0565611{col 30}{space 2} .0923711{col 41}{space 1}   -0.61{col 50}{space 3}0.540{col 58}{space 4}-.2376051{col 71}{space 3} .1244829
{txt}{space 5}_Iccode_790 {c |}{col 18}{res}{space 2}-.0182577{col 30}{space 2} .0648536{col 41}{space 1}   -0.28{col 50}{space 3}0.778{col 58}{space 4}-.1453684{col 71}{space 3}  .108853
{txt}{space 5}_Iccode_800 {c |}{col 18}{res}{space 2} -.142996{col 30}{space 2}  .055119{col 41}{space 1}   -2.59{col 50}{space 3}0.009{col 58}{space 4}-.2510273{col 71}{space 3}-.0349647
{txt}{space 5}_Iccode_811 {c |}{col 18}{res}{space 2}  .052067{col 30}{space 2} .0627136{col 41}{space 1}    0.83{col 50}{space 3}0.406{col 58}{space 4}-.0708494{col 71}{space 3} .1749835
{txt}{space 5}_Iccode_812 {c |}{col 18}{res}{space 2} .1914733{col 30}{space 2} .0734911{col 41}{space 1}    2.61{col 50}{space 3}0.009{col 58}{space 4} .0474333{col 71}{space 3} .3355133
{txt}{space 5}_Iccode_816 {c |}{col 18}{res}{space 2} .1515667{col 30}{space 2} .0590919{col 41}{space 1}    2.56{col 50}{space 3}0.010{col 58}{space 4} .0357487{col 71}{space 3} .2673847
{txt}{space 5}_Iccode_820 {c |}{col 18}{res}{space 2} -.008219{col 30}{space 2} .0505337{col 41}{space 1}   -0.16{col 50}{space 3}0.871{col 58}{space 4}-.1072633{col 71}{space 3} .0908253
{txt}{space 5}_Iccode_830 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_840 {c |}{col 18}{res}{space 2} .1991693{col 30}{space 2} .0661106{col 41}{space 1}    3.01{col 50}{space 3}0.003{col 58}{space 4}  .069595{col 71}{space 3} .3287437
{txt}{space 5}_Iccode_850 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iccode_950 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iyear_1973 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 5}_Iyear_1974 {c |}{col 18}{res}{space 2}-.0271713{col 30}{space 2} .0516384{col 41}{space 1}   -0.53{col 50}{space 3}0.599{col 58}{space 4}-.1283807{col 71}{space 3} .0740381
{txt}{space 5}_Iyear_1975 {c |}{col 18}{res}{space 2}-.0522144{col 30}{space 2} .0418282{col 41}{space 1}   -1.25{col 50}{space 3}0.212{col 58}{space 4}-.1341961{col 71}{space 3} .0297673
{txt}{space 5}_Iyear_1976 {c |}{col 18}{res}{space 2}-.0704289{col 30}{space 2} .0443022{col 41}{space 1}   -1.59{col 50}{space 3}0.112{col 58}{space 4}-.1572596{col 71}{space 3} .0164018
{txt}{space 5}_Iyear_1977 {c |}{col 18}{res}{space 2}-.0582898{col 30}{space 2} .0451845{col 41}{space 1}   -1.29{col 50}{space 3}0.197{col 58}{space 4}-.1468498{col 71}{space 3} .0302702
{txt}{space 5}_Iyear_1978 {c |}{col 18}{res}{space 2}-.0549214{col 30}{space 2} .0469866{col 41}{space 1}   -1.17{col 50}{space 3}0.242{col 58}{space 4}-.1470134{col 71}{space 3} .0371706
{txt}{space 5}_Iyear_1979 {c |}{col 18}{res}{space 2}-.0199531{col 30}{space 2} .0449374{col 41}{space 1}   -0.44{col 50}{space 3}0.657{col 58}{space 4}-.1080287{col 71}{space 3} .0681226
{txt}{space 5}_Iyear_1980 {c |}{col 18}{res}{space 2} .0278179{col 30}{space 2} .0534024{col 41}{space 1}    0.52{col 50}{space 3}0.602{col 58}{space 4}-.0768488{col 71}{space 3} .1324846
{txt}{space 5}_Iyear_1981 {c |}{col 18}{res}{space 2}-.0082743{col 30}{space 2} .0481735{col 41}{space 1}   -0.17{col 50}{space 3}0.864{col 58}{space 4}-.1026927{col 71}{space 3}  .086144
{txt}{space 5}_Iyear_1982 {c |}{col 18}{res}{space 2}-.0048997{col 30}{space 2} .0460576{col 41}{space 1}   -0.11{col 50}{space 3}0.915{col 58}{space 4} -.095171{col 71}{space 3} .0853715
{txt}{space 5}_Iyear_1983 {c |}{col 18}{res}{space 2}-.0217845{col 30}{space 2} .0494871{col 41}{space 1}   -0.44{col 50}{space 3}0.660{col 58}{space 4}-.1187776{col 71}{space 3} .0752085
{txt}{space 5}_Iyear_1984 {c |}{col 18}{res}{space 2}-.0082478{col 30}{space 2} .0450346{col 41}{space 1}   -0.18{col 50}{space 3}0.855{col 58}{space 4} -.096514{col 71}{space 3} .0800184
{txt}{space 5}_Iyear_1985 {c |}{col 18}{res}{space 2} .0088199{col 30}{space 2} .0442201{col 41}{space 1}    0.20{col 50}{space 3}0.842{col 58}{space 4}-.0778498{col 71}{space 3} .0954897
{txt}{space 5}_Iyear_1986 {c |}{col 18}{res}{space 2} .0463874{col 30}{space 2} .0466097{col 41}{space 1}    1.00{col 50}{space 3}0.320{col 58}{space 4}-.0449659{col 71}{space 3} .1377407
{txt}{space 5}_Iyear_1987 {c |}{col 18}{res}{space 2} .0433579{col 30}{space 2} .0489169{col 41}{space 1}    0.89{col 50}{space 3}0.375{col 58}{space 4}-.0525174{col 71}{space 3} .1392332
{txt}{space 5}_Iyear_1988 {c |}{col 18}{res}{space 2} .0191171{col 30}{space 2} .0535372{col 41}{space 1}    0.36{col 50}{space 3}0.721{col 58}{space 4}-.0858138{col 71}{space 3} .1240481
{txt}{space 5}_Iyear_1989 {c |}{col 18}{res}{space 2} .0156613{col 30}{space 2} .0557105{col 41}{space 1}    0.28{col 50}{space 3}0.779{col 58}{space 4}-.0935293{col 71}{space 3} .1248519
{txt}{space 5}_Iyear_1990 {c |}{col 18}{res}{space 2}  -.07078{col 30}{space 2} .0663517{col 41}{space 1}   -1.07{col 50}{space 3}0.286{col 58}{space 4} -.200827{col 71}{space 3} .0592669
{txt}{space 5}_Iyear_1991 {c |}{col 18}{res}{space 2} -.030967{col 30}{space 2}  .053705{col 41}{space 1}   -0.58{col 50}{space 3}0.564{col 58}{space 4}-.1362269{col 71}{space 3} .0742928
{txt}{space 5}_Iyear_1992 {c |}{col 18}{res}{space 2} .0208412{col 30}{space 2} .0516148{col 41}{space 1}    0.40{col 50}{space 3}0.686{col 58}{space 4} -.080322{col 71}{space 3} .1220043
{txt}{space 5}_Iyear_1993 {c |}{col 18}{res}{space 2}-.0044576{col 30}{space 2}   .04948{col 41}{space 1}   -0.09{col 50}{space 3}0.928{col 58}{space 4}-.1014367{col 71}{space 3} .0925214
{txt}{space 5}_Iyear_1994 {c |}{col 18}{res}{space 2}-.0269821{col 30}{space 2} .0520452{col 41}{space 1}   -0.52{col 50}{space 3}0.604{col 58}{space 4}-.1289887{col 71}{space 3} .0750246
{txt}{space 5}_Iyear_1995 {c |}{col 18}{res}{space 2} .0548873{col 30}{space 2} .0559855{col 41}{space 1}    0.98{col 50}{space 3}0.327{col 58}{space 4}-.0548423{col 71}{space 3} .1646168
{txt}{space 5}_Iyear_1996 {c |}{col 18}{res}{space 2} .0661017{col 30}{space 2}  .053653{col 41}{space 1}    1.23{col 50}{space 3}0.218{col 58}{space 4}-.0390562{col 71}{space 3} .1712595
{txt}{space 5}_Iyear_1997 {c |}{col 18}{res}{space 2} .0053915{col 30}{space 2} .0492531{col 41}{space 1}    0.11{col 50}{space 3}0.913{col 58}{space 4}-.0911429{col 71}{space 3} .1019259
{txt}{space 5}_Iyear_1998 {c |}{col 18}{res}{space 2} .0110389{col 30}{space 2} .0498345{col 41}{space 1}    0.22{col 50}{space 3}0.825{col 58}{space 4}-.0866351{col 71}{space 3} .1087128
{txt}{space 5}_Iyear_1999 {c |}{col 18}{res}{space 2} .0374708{col 30}{space 2} .0478298{col 41}{space 1}    0.78{col 50}{space 3}0.433{col 58}{space 4}-.0562738{col 71}{space 3} .1312155
{txt}{space 5}_Iyear_2000 {c |}{col 18}{res}{space 2} .0229413{col 30}{space 2} .0454609{col 41}{space 1}    0.50{col 50}{space 3}0.614{col 58}{space 4}-.0661604{col 71}{space 3}  .112043
{txt}{space 5}_Iyear_2001 {c |}{col 18}{res}{space 2} .0493873{col 30}{space 2} .0479535{col 41}{space 1}    1.03{col 50}{space 3}0.303{col 58}{space 4}-.0445998{col 71}{space 3} .1433743
{txt}{space 5}_Iyear_2002 {c |}{col 18}{res}{space 2} .0552778{col 30}{space 2} .0503349{col 41}{space 1}    1.10{col 50}{space 3}0.272{col 58}{space 4}-.0433767{col 71}{space 3} .1539324
{txt}{space 5}_Iyear_2003 {c |}{col 18}{res}{space 2} .0262433{col 30}{space 2} .0466726{col 41}{space 1}    0.56{col 50}{space 3}0.574{col 58}{space 4}-.0652333{col 71}{space 3} .1177199
{txt}{space 5}_Iyear_2004 {c |}{col 18}{res}{space 2} .0554121{col 30}{space 2} .0565303{col 41}{space 1}    0.98{col 50}{space 3}0.327{col 58}{space 4}-.0553852{col 71}{space 3} .1662093
{txt}{space 5}_Iyear_2005 {c |}{col 18}{res}{space 2}-.0119963{col 30}{space 2} .0451513{col 41}{space 1}   -0.27{col 50}{space 3}0.790{col 58}{space 4}-.1004912{col 71}{space 3} .0764985
{txt}{space 5}_Iyear_2006 {c |}{col 18}{res}{space 2} .0029167{col 30}{space 2} .0440539{col 41}{space 1}    0.07{col 50}{space 3}0.947{col 58}{space 4}-.0834273{col 71}{space 3} .0892607
{txt}{space 5}_Iyear_2007 {c |}{col 18}{res}{space 2}-.0023248{col 30}{space 2} .0438162{col 41}{space 1}   -0.05{col 50}{space 3}0.958{col 58}{space 4}-.0882029{col 71}{space 3} .0835533
{txt}{space 5}_Iyear_2008 {c |}{col 18}{res}{space 2} .0339517{col 30}{space 2} .0443359{col 41}{space 1}    0.77{col 50}{space 3}0.444{col 58}{space 4} -.052945{col 71}{space 3} .1208484
{txt}{space 5}_Iyear_2009 {c |}{col 18}{res}{space 2} .0411257{col 30}{space 2} .0458183{col 41}{space 1}    0.90{col 50}{space 3}0.369{col 58}{space 4}-.0486766{col 71}{space 3}  .130928
{txt}{space 5}_Iyear_2010 {c |}{col 18}{res}{space 2} .0211782{col 30}{space 2}  .046138{col 41}{space 1}    0.46{col 50}{space 3}0.646{col 58}{space 4}-.0692506{col 71}{space 3}  .111607
{txt}{space 5}_Iyear_2011 {c |}{col 18}{res}{space 2}-.0445913{col 30}{space 2}  .044771{col 41}{space 1}   -1.00{col 50}{space 3}0.319{col 58}{space 4}-.1323408{col 71}{space 3} .0431583
{txt}{space 5}_Iyear_2012 {c |}{col 18}{res}{space 2} .0163146{col 30}{space 2} .0403692{col 41}{space 1}    0.40{col 50}{space 3}0.686{col 58}{space 4}-.0628077{col 71}{space 3} .0954368
{txt}{space 5}_Iyear_2013 {c |}{col 18}{res}{space 2} .0589057{col 30}{space 2} .0320211{col 41}{space 1}    1.84{col 50}{space 3}0.066{col 58}{space 4}-.0038544{col 71}{space 3} .1216658
{txt}{space 5}_Iyear_2014 {c |}{col 18}{res}{space 2}        0{col 30}{txt}  (omitted)
{space 11}_cons {c |}{col 18}{res}{space 2}-.1131509{col 30}{space 2} .1978775{col 41}{space 1}   -0.57{col 50}{space 3}0.567{col 58}{space 4}-.5009837{col 71}{space 3} .2746818
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  62.499
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  58.062
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  59.479
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal debt_crisis ungaidealpoint2
{col 23}_Iccode_41 _Iccode_70 _Iccode_90 _Iccode_91 _Iccode_92
{col 23}_Iccode_93 _Iccode_95 _Iccode_130 _Iccode_135 _Iccode_140
{col 23}_Iccode_145 _Iccode_150 _Iccode_155 _Iccode_160
{col 23}_Iccode_165 _Iccode_290 _Iccode_310 _Iccode_339
{col 23}_Iccode_346 _Iccode_355 _Iccode_360 _Iccode_365
{col 23}_Iccode_370 _Iccode_372 _Iccode_373 _Iccode_402
{col 23}_Iccode_404 _Iccode_411 _Iccode_420 _Iccode_432
{col 23}_Iccode_433 _Iccode_434 _Iccode_435 _Iccode_436
{col 23}_Iccode_437 _Iccode_438 _Iccode_439 _Iccode_450
{col 23}_Iccode_451 _Iccode_452 _Iccode_461 _Iccode_471
{col 23}_Iccode_475 _Iccode_481 _Iccode_482 _Iccode_483
{col 23}_Iccode_484 _Iccode_490 _Iccode_500 _Iccode_501
{col 23}_Iccode_510 _Iccode_516 _Iccode_517 _Iccode_522
{col 23}_Iccode_530 _Iccode_540 _Iccode_541 _Iccode_551
{col 23}_Iccode_552 _Iccode_553 _Iccode_560 _Iccode_565
{col 23}_Iccode_570 _Iccode_571 _Iccode_572 _Iccode_580
{col 23}_Iccode_581 _Iccode_600 _Iccode_615 _Iccode_616
{col 23}_Iccode_620 _Iccode_625 _Iccode_630 _Iccode_640
{col 23}_Iccode_645 _Iccode_651 _Iccode_652 _Iccode_660
{col 23}_Iccode_663 _Iccode_670 _Iccode_679 _Iccode_690
{col 23}_Iccode_694 _Iccode_698 _Iccode_700 _Iccode_701
{col 23}_Iccode_702 _Iccode_703 _Iccode_704 _Iccode_705
{col 23}_Iccode_710 _Iccode_712 _Iccode_760 _Iccode_770
{col 23}_Iccode_771 _Iccode_775 _Iccode_780 _Iccode_790
{col 23}_Iccode_800 _Iccode_811 _Iccode_812 _Iccode_816
{col 23}_Iccode_820 _Iccode_840 _Iyear_1974 _Iyear_1975
{col 23}_Iyear_1976 _Iyear_1977 _Iyear_1978 _Iyear_1979
{col 23}_Iyear_1980 _Iyear_1981 _Iyear_1982 _Iyear_1983
{col 23}_Iyear_1984 _Iyear_1985 _Iyear_1986 _Iyear_1987
{col 23}_Iyear_1988 _Iyear_1989 _Iyear_1990 _Iyear_1991
{col 23}_Iyear_1992 _Iyear_1993 _Iyear_1994 _Iyear_1995
{col 23}_Iyear_1996 _Iyear_1997 _Iyear_1998 _Iyear_1999
{col 23}_Iyear_2000 _Iyear_2001 _Iyear_2002 _Iyear_2003
{col 23}_Iyear_2004 _Iyear_2005 _Iyear_2006 _Iyear_2007
{col 23}_Iyear_2008 _Iyear_2009 _Iyear_2010 _Iyear_2011
{col 23}_Iyear_2012 _Iyear_2013
Excluded instruments:{col 23}imf_maxlog_liquidity_1
Dropped collinear:{col 23}_Iccode_110 _Iccode_115 _Iccode_230 _Iccode_265
{col 23}_Iccode_341 _Iccode_345 _Iccode_352 _Iccode_403
{col 23}_Iccode_520 _Iccode_531 _Iccode_591 _Iccode_680
{col 23}_Iccode_713 _Iccode_731 _Iccode_732 _Iccode_830
{col 23}_Iccode_850 _Iccode_950 _Iyear_1973 _Iyear_2014
{hline 78}

{com}. 
. ***** Figure 4 in main paper and Table A9 (lags of compound instrument up to t-7) *****
. ivreg2 theta_mean l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}24{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2858
{txt}{col 55}F(152,  2705) = {res} 1255.21
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res}  3196.52061{txt}{col 55}Centered R2   = {res}  0.9639
{txt}Total (uncentered) SS   = {res} 5057.597112{txt}{col 55}Uncentered R2 = {res}  0.9772
{txt}Residual SS             = {res} 115.5084868{txt}{col 55}Root MSE      = {res}    .201

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.1568399{col 30}{space 2} .0747599{col 41}{space 1}   -2.10{col 50}{space 3}0.036{col 58}{space 4}-.3033665{col 71}{space 3}-.0103132
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8640132{col 30}{space 2} .0154916{col 41}{space 1}   55.77{col 50}{space 3}0.000{col 58}{space 4} .8336502{col 71}{space 3} .8943763
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0310538{col 30}{space 2} .0835046{col 41}{space 1}    0.37{col 50}{space 3}0.710{col 58}{space 4}-.1326122{col 71}{space 3} .1947197
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0037266{col 30}{space 2} .0186942{col 41}{space 1}    0.20{col 50}{space 3}0.842{col 58}{space 4}-.0329134{col 71}{space 3} .0403666
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2}   .37411{col 30}{space 2} .0990421{col 41}{space 1}    3.78{col 50}{space 3}0.000{col 58}{space 4} .1799911{col 71}{space 3} .5682289
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0197323{col 30}{space 2} .0096977{col 41}{space 1}   -2.03{col 50}{space 3}0.042{col 58}{space 4}-.0387395{col 71}{space 3}-.0007251
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0369422{col 30}{space 2} .0045078{col 41}{space 1}   -8.20{col 50}{space 3}0.000{col 58}{space 4}-.0457774{col 71}{space 3} -.028107
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1975  {c |}{col 18}{res}{space 2}-.0259967{col 30}{space 2} .0333916{col 41}{space 1}   -0.78{col 50}{space 3}0.436{col 58}{space 4} -.091443{col 71}{space 3} .0394496
{txt}{space 11}1976  {c |}{col 18}{res}{space 2}-.0435044{col 30}{space 2} .0405188{col 41}{space 1}   -1.07{col 50}{space 3}0.283{col 58}{space 4}-.1229198{col 71}{space 3}  .035911
{txt}{space 11}1977  {c |}{col 18}{res}{space 2}-.0278785{col 30}{space 2} .0392649{col 41}{space 1}   -0.71{col 50}{space 3}0.478{col 58}{space 4}-.1048362{col 71}{space 3} .0490792
{txt}{space 11}1978  {c |}{col 18}{res}{space 2}-.0299336{col 30}{space 2} .0403974{col 41}{space 1}   -0.74{col 50}{space 3}0.459{col 58}{space 4} -.109111{col 71}{space 3} .0492438
{txt}{space 11}1979  {c |}{col 18}{res}{space 2}  .003508{col 30}{space 2} .0387638{col 41}{space 1}    0.09{col 50}{space 3}0.928{col 58}{space 4}-.0724677{col 71}{space 3} .0794836
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0491691{col 30}{space 2} .0492153{col 41}{space 1}    1.00{col 50}{space 3}0.318{col 58}{space 4}-.0472912{col 71}{space 3} .1456294
{txt}{space 11}1981  {c |}{col 18}{res}{space 2}  .011675{col 30}{space 2} .0426249{col 41}{space 1}    0.27{col 50}{space 3}0.784{col 58}{space 4}-.0718682{col 71}{space 3} .0952183
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0154304{col 30}{space 2} .0407023{col 41}{space 1}    0.38{col 50}{space 3}0.705{col 58}{space 4}-.0643446{col 71}{space 3} .0952053
{txt}{space 11}1983  {c |}{col 18}{res}{space 2}   .00222{col 30}{space 2} .0447175{col 41}{space 1}    0.05{col 50}{space 3}0.960{col 58}{space 4}-.0854247{col 71}{space 3} .0898647
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0088644{col 30}{space 2} .0382753{col 41}{space 1}    0.23{col 50}{space 3}0.817{col 58}{space 4}-.0661538{col 71}{space 3} .0838827
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0208238{col 30}{space 2}  .037676{col 41}{space 1}    0.55{col 50}{space 3}0.580{col 58}{space 4}-.0530199{col 71}{space 3} .0946675
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .0590648{col 30}{space 2} .0400517{col 41}{space 1}    1.47{col 50}{space 3}0.140{col 58}{space 4}-.0194351{col 71}{space 3} .1375647
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0547266{col 30}{space 2} .0415628{col 41}{space 1}    1.32{col 50}{space 3}0.188{col 58}{space 4}-.0267351{col 71}{space 3} .1361882
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .0305331{col 30}{space 2} .0465865{col 41}{space 1}    0.66{col 50}{space 3}0.512{col 58}{space 4}-.0607747{col 71}{space 3} .1218408
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0288934{col 30}{space 2} .0477524{col 41}{space 1}    0.61{col 50}{space 3}0.545{col 58}{space 4}-.0646996{col 71}{space 3} .1224864
{txt}{space 11}1990  {c |}{col 18}{res}{space 2}-.0692004{col 30}{space 2} .0708014{col 41}{space 1}   -0.98{col 50}{space 3}0.328{col 58}{space 4}-.2079686{col 71}{space 3} .0695678
{txt}{space 11}1991  {c |}{col 18}{res}{space 2}-.0256849{col 30}{space 2} .0481244{col 41}{space 1}   -0.53{col 50}{space 3}0.594{col 58}{space 4}-.1200069{col 71}{space 3} .0686372
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0234444{col 30}{space 2} .0454287{col 41}{space 1}    0.52{col 50}{space 3}0.606{col 58}{space 4}-.0655943{col 71}{space 3}  .112483
{txt}{space 11}1993  {c |}{col 18}{res}{space 2}-.0009967{col 30}{space 2} .0428951{col 41}{space 1}   -0.02{col 50}{space 3}0.981{col 58}{space 4}-.0850696{col 71}{space 3} .0830761
{txt}{space 11}1994  {c |}{col 18}{res}{space 2}-.0190295{col 30}{space 2} .0424023{col 41}{space 1}   -0.45{col 50}{space 3}0.654{col 58}{space 4}-.1021364{col 71}{space 3} .0640774
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0581777{col 30}{space 2} .0480411{col 41}{space 1}    1.21{col 50}{space 3}0.226{col 58}{space 4}-.0359811{col 71}{space 3} .1523366
{txt}{space 11}1996  {c |}{col 18}{res}{space 2} .0660888{col 30}{space 2} .0448971{col 41}{space 1}    1.47{col 50}{space 3}0.141{col 58}{space 4}-.0219079{col 71}{space 3} .1540856
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0015196{col 30}{space 2} .0411894{col 41}{space 1}    0.04{col 50}{space 3}0.971{col 58}{space 4}-.0792101{col 71}{space 3} .0822494
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0045366{col 30}{space 2} .0422204{col 41}{space 1}    0.11{col 50}{space 3}0.914{col 58}{space 4}-.0782139{col 71}{space 3} .0872871
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .0260092{col 30}{space 2} .0401137{col 41}{space 1}    0.65{col 50}{space 3}0.517{col 58}{space 4}-.0526122{col 71}{space 3} .1046305
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{txt}{space 12}703  {c |}{col 18}{res}{space 2}-.0613224{col 30}{space 2} .0649075{col 41}{space 1}   -0.94{col 50}{space 3}0.345{col 58}{space 4}-.1885388{col 71}{space 3} .0658939
{txt}{space 12}704  {c |}{col 18}{res}{space 2}-.0758996{col 30}{space 2} .0599359{col 41}{space 1}   -1.27{col 50}{space 3}0.205{col 58}{space 4}-.1933717{col 71}{space 3} .0415726
{txt}{space 12}705  {c |}{col 18}{res}{space 2} -.220566{col 30}{space 2} .0794526{col 41}{space 1}   -2.78{col 50}{space 3}0.006{col 58}{space 4}-.3762902{col 71}{space 3}-.0648419
{txt}{space 12}710  {c |}{col 18}{res}{space 2} -.136262{col 30}{space 2} .0701195{col 41}{space 1}   -1.94{col 50}{space 3}0.052{col 58}{space 4}-.2736936{col 71}{space 3} .0011697
{txt}{space 12}712  {c |}{col 18}{res}{space 2} .0957752{col 30}{space 2}  .113374{col 41}{space 1}    0.84{col 50}{space 3}0.398{col 58}{space 4}-.1264337{col 71}{space 3} .3179841
{txt}{space 12}732  {c |}{col 18}{res}{space 2}-.1437621{col 30}{space 2}  .061068{col 41}{space 1}   -2.35{col 50}{space 3}0.019{col 58}{space 4}-.2634532{col 71}{space 3}-.0240711
{txt}{space 12}760  {c |}{col 18}{res}{space 2} .0434346{col 30}{space 2} .1362139{col 41}{space 1}    0.32{col 50}{space 3}0.750{col 58}{space 4}-.2235397{col 71}{space 3}  .310409
{txt}{space 12}770  {c |}{col 18}{res}{space 2}-.0639424{col 30}{space 2} .0513473{col 41}{space 1}   -1.25{col 50}{space 3}0.213{col 58}{space 4}-.1645813{col 71}{space 3} .0366965
{txt}{space 12}771  {c |}{col 18}{res}{space 2}-.0551733{col 30}{space 2} .0604301{col 41}{space 1}   -0.91{col 50}{space 3}0.361{col 58}{space 4}-.1736141{col 71}{space 3} .0632674
{txt}{space 12}775  {c |}{col 18}{res}{space 2} -.053328{col 30}{space 2} .0552539{col 41}{space 1}   -0.97{col 50}{space 3}0.334{col 58}{space 4}-.1616236{col 71}{space 3} .0549677
{txt}{space 12}780  {c |}{col 18}{res}{space 2}-.1368765{col 30}{space 2} .0997255{col 41}{space 1}   -1.37{col 50}{space 3}0.170{col 58}{space 4}-.3323349{col 71}{space 3} .0585818
{txt}{space 12}790  {c |}{col 18}{res}{space 2}-.0600587{col 30}{space 2} .0670892{col 41}{space 1}   -0.90{col 50}{space 3}0.371{col 58}{space 4}-.1915512{col 71}{space 3} .0714338
{txt}{space 12}800  {c |}{col 18}{res}{space 2}-.1661027{col 30}{space 2} .0719415{col 41}{space 1}   -2.31{col 50}{space 3}0.021{col 58}{space 4}-.3071054{col 71}{space 3}-.0251001
{txt}{space 12}811  {c |}{col 18}{res}{space 2} .0105348{col 30}{space 2} .0685401{col 41}{space 1}    0.15{col 50}{space 3}0.878{col 58}{space 4}-.1238013{col 71}{space 3} .1448709
{txt}{space 12}812  {c |}{col 18}{res}{space 2} .1284232{col 30}{space 2} .0698539{col 41}{space 1}    1.84{col 50}{space 3}0.066{col 58}{space 4}-.0084878{col 71}{space 3} .2653343
{txt}{space 12}816  {c |}{col 18}{res}{space 2}  .062362{col 30}{space 2} .0649173{col 41}{space 1}    0.96{col 50}{space 3}0.337{col 58}{space 4}-.0648736{col 71}{space 3} .1895975
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0823883{col 30}{space 2} .0774343{col 41}{space 1}   -1.06{col 50}{space 3}0.287{col 58}{space 4}-.2341567{col 71}{space 3} .0693801
{txt}{space 12}840  {c |}{col 18}{res}{space 2} .1219683{col 30}{space 2} .0561303{col 41}{space 1}    2.17{col 50}{space 3}0.030{col 58}{space 4}  .011955{col 71}{space 3} .2319817
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.0839945{col 30}{space 2} .0686659{col 41}{space 1}   -1.22{col 50}{space 3}0.221{col 58}{space 4}-.2185773{col 71}{space 3} .0505882
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.1445032{col 30}{space 2} .1583746{col 41}{space 1}   -0.91{col 50}{space 3}0.362{col 58}{space 4}-.4549118{col 71}{space 3} .1659053
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  65.272
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  56.651
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  60.841
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal 1975.year 1976.year 1977.year
{col 23}1978.year 1979.year 1980.year 1981.year 1982.year
{col 23}1983.year 1984.year 1985.year 1986.year 1987.year
{col 23}1988.year 1989.year 1990.year 1991.year 1992.year
{col 23}1993.year 1994.year 1995.year 1996.year 1997.year
{col 23}1998.year 1999.year 2000.year 2001.year 2002.year
{col 23}2003.year 2004.year 2005.year 2006.year 2007.year
{col 23}2008.year 2009.year 2010.year 2011.year 2012.year
{col 23}2013.year 2014.year 70.ccode 90.ccode 91.ccode 92.ccode
{col 23}93.ccode 95.ccode 130.ccode 135.ccode 140.ccode 145.ccode
{col 23}150.ccode 155.ccode 160.ccode 165.ccode 290.ccode
{col 23}310.ccode 339.ccode 346.ccode 355.ccode 360.ccode
{col 23}365.ccode 370.ccode 372.ccode 373.ccode 402.ccode
{col 23}404.ccode 411.ccode 420.ccode 432.ccode 433.ccode
{col 23}434.ccode 435.ccode 436.ccode 437.ccode 438.ccode
{col 23}439.ccode 450.ccode 451.ccode 452.ccode 461.ccode
{col 23}471.ccode 475.ccode 481.ccode 482.ccode 483.ccode
{col 23}484.ccode 490.ccode 500.ccode 501.ccode 510.ccode
{col 23}516.ccode 517.ccode 522.ccode 530.ccode 540.ccode
{col 23}541.ccode 551.ccode 552.ccode 553.ccode 560.ccode
{col 23}565.ccode 570.ccode 571.ccode 572.ccode 580.ccode
{col 23}581.ccode 600.ccode 615.ccode 616.ccode 620.ccode
{col 23}625.ccode 630.ccode 640.ccode 645.ccode 651.ccode
{col 23}652.ccode 660.ccode 663.ccode 670.ccode 679.ccode
{col 23}690.ccode 694.ccode 698.ccode 700.ccode 701.ccode
{col 23}702.ccode 703.ccode 704.ccode 705.ccode 710.ccode
{col 23}712.ccode 732.ccode 760.ccode 770.ccode 771.ccode
{col 23}775.ccode 780.ccode 790.ccode 800.ccode 811.ccode
{col 23}812.ccode 816.ccode 820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. est store lag1
{txt}
{com}. ivreg2 theta_mean l.theta_mean l2.imf_movingavg1 (l2.imfprogram_uu= l2.imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}19{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2649
{txt}{col 55}F(149,  2499) = {res}    8.58
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2919.051028{txt}{col 55}Centered R2   = {res}  0.9565
{txt}Total (uncentered) SS   = {res} 4638.812233{txt}{col 55}Uncentered R2 = {res}  0.9726
{txt}Residual SS             = {res} 126.9579971{txt}{col 55}Root MSE      = {res}   .2189

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}
{space 13}L2. {c |}{col 18}{res}{space 2} -.311123{col 30}{space 2} .1026164{col 41}{space 1}   -3.03{col 50}{space 3}0.002{col 58}{space 4}-.5122475{col 71}{space 3}-.1099986
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8639396{col 30}{space 2} .0169481{col 41}{space 1}   50.98{col 50}{space 3}0.000{col 58}{space 4}  .830722{col 71}{space 3} .8971573
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}
{space 13}L2. {c |}{col 18}{res}{space 2} .2416247{col 30}{space 2}  .122644{col 41}{space 1}    1.97{col 50}{space 3}0.049{col 58}{space 4} .0012469{col 71}{space 3} .4820025
{txt}{space 16} {c |}
{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0025606{col 30}{space 2} .0210234{col 41}{space 1}    0.12{col 50}{space 3}0.903{col 58}{space 4}-.0386444{col 71}{space 3} .0437657
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .4778979{col 30}{space 2} .1143926{col 41}{space 1}    4.18{col 50}{space 3}0.000{col 58}{space 4} .2536926{col 71}{space 3} .7021033
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0136759{col 30}{space 2} .0109693{col 41}{space 1}   -1.25{col 50}{space 3}0.212{col 58}{space 4}-.0351753{col 71}{space 3} .0078235
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0363977{col 30}{space 2} .0045891{col 41}{space 1}   -7.93{col 50}{space 3}0.000{col 58}{space 4}-.0453922{col 71}{space 3}-.0274032
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1977  {c |}{col 18}{res}{space 2} .0032715{col 30}{space 2} .0382836{col 41}{space 1}    0.09{col 50}{space 3}0.932{col 58}{space 4} -.071763{col 71}{space 3}  .078306
{txt}{space 11}1978  {c |}{col 18}{res}{space 2} .0253785{col 30}{space 2} .0409581{col 41}{space 1}    0.62{col 50}{space 3}0.536{col 58}{space 4} -.054898{col 71}{space 3}  .105655
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0713256{col 30}{space 2} .0389938{col 41}{space 1}    1.83{col 50}{space 3}0.067{col 58}{space 4}-.0051009{col 71}{space 3}  .147752
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0740362{col 30}{space 2} .0444334{col 41}{space 1}    1.67{col 50}{space 3}0.096{col 58}{space 4}-.0130517{col 71}{space 3}  .161124
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0578667{col 30}{space 2} .0376769{col 41}{space 1}    1.54{col 50}{space 3}0.125{col 58}{space 4}-.0159787{col 71}{space 3} .1317121
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0960669{col 30}{space 2} .0392952{col 41}{space 1}    2.44{col 50}{space 3}0.014{col 58}{space 4} .0190497{col 71}{space 3}  .173084
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0776986{col 30}{space 2} .0428277{col 41}{space 1}    1.81{col 50}{space 3}0.070{col 58}{space 4}-.0062422{col 71}{space 3} .1616393
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0780496{col 30}{space 2} .0368241{col 41}{space 1}    2.12{col 50}{space 3}0.034{col 58}{space 4} .0058757{col 71}{space 3} .1502235
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .1012081{col 30}{space 2} .0361425{col 41}{space 1}    2.80{col 50}{space 3}0.005{col 58}{space 4} .0303702{col 71}{space 3} .1720461
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .1047072{col 30}{space 2} .0336776{col 41}{space 1}    3.11{col 50}{space 3}0.002{col 58}{space 4} .0387004{col 71}{space 3}  .170714
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0966372{col 30}{space 2}  .033256{col 41}{space 1}    2.91{col 50}{space 3}0.004{col 58}{space 4} .0314567{col 71}{space 3} .1618178
{txt}{space 11}1988  {c |}{col 18}{res}{space 2}  .088077{col 30}{space 2} .0387513{col 41}{space 1}    2.27{col 50}{space 3}0.023{col 58}{space 4} .0121258{col 71}{space 3} .1640282
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0892311{col 30}{space 2} .0418005{col 41}{space 1}    2.13{col 50}{space 3}0.033{col 58}{space 4} .0073037{col 71}{space 3} .1711586
{txt}{space 11}1990  {c |}{col 18}{res}{space 2} .0065732{col 30}{space 2} .0705578{col 41}{space 1}    0.09{col 50}{space 3}0.926{col 58}{space 4}-.1317176{col 71}{space 3}  .144864
{txt}{space 11}1991  {c |}{col 18}{res}{space 2} .0565236{col 30}{space 2} .0445165{col 41}{space 1}    1.27{col 50}{space 3}0.204{col 58}{space 4}-.0307272{col 71}{space 3} .1437744
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0947423{col 30}{space 2} .0398233{col 41}{space 1}    2.38{col 50}{space 3}0.017{col 58}{space 4}   .01669{col 71}{space 3} .1727945
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0748086{col 30}{space 2} .0406056{col 41}{space 1}    1.84{col 50}{space 3}0.065{col 58}{space 4}-.0047768{col 71}{space 3} .1543941
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0359089{col 30}{space 2} .0378408{col 41}{space 1}    0.95{col 50}{space 3}0.343{col 58}{space 4}-.0382577{col 71}{space 3} .1100754
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0864842{col 30}{space 2} .0402851{col 41}{space 1}    2.15{col 50}{space 3}0.032{col 58}{space 4} .0075268{col 71}{space 3} .1654416
{txt}{space 11}1996  {c |}{col 18}{res}{space 2} .1048196{col 30}{space 2} .0381304{col 41}{space 1}    2.75{col 50}{space 3}0.006{col 58}{space 4} .0300854{col 71}{space 3} .1795538
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0696532{col 30}{space 2} .0378038{col 41}{space 1}    1.84{col 50}{space 3}0.065{col 58}{space 4}-.0044409{col 71}{space 3} .1437473
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0869823{col 30}{space 2} .0389263{col 41}{space 1}    2.23{col 50}{space 3}0.025{col 58}{space 4} .0106881{col 71}{space 3} .1632766
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .1014884{col 30}{space 2}  .036936{col 41}{space 1}    2.75{col 50}{space 3}0.006{col 58}{space 4} .0290951{col 71}{space 3} .1738818
{txt}{space 11}2000  {c |}{col 18}{res}{space 2}   .09667{col 30}{space 2} .0373176{col 41}{space 1}    2.59{col 50}{space 3}0.010{col 58}{space 4} .0235287{col 71}{space 3} .1698112
{txt}{space 11}2001  {c |}{col 18}{res}{space 2} .0947194{col 30}{space 2} .0355393{col 41}{space 1}    2.67{col 50}{space 3}0.008{col 58}{space 4} .0250636{col 71}{space 3} .1643752
{txt}{space 11}2002  {c |}{col 18}{res}{space 2}  .067095{col 30}{space 2} .0411423{col 41}{space 1}    1.63{col 50}{space 3}0.103{col 58}{space 4}-.0135423{col 71}{space 3} .1477324
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .0775109{col 30}{space 2} .0354628{col 41}{space 1}    2.19{col 50}{space 3}0.029{col 58}{space 4} .0080052{col 71}{space 3} .1470167
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .1092151{col 30}{space 2} .0492895{col 41}{space 1}    2.22{col 50}{space 3}0.027{col 58}{space 4} .0126095{col 71}{space 3} .2058206
{txt}{space 11}2005  {c |}{col 18}{res}{space 2} .0450035{col 30}{space 2} .0395804{col 41}{space 1}    1.14{col 50}{space 3}0.256{col 58}{space 4}-.0325727{col 71}{space 3} .1225797
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} .0564403{col 30}{space 2} .0364191{col 41}{space 1}    1.55{col 50}{space 3}0.121{col 58}{space 4}-.0149397{col 71}{space 3} .1278204
{txt}{space 11}2007  {c |}{col 18}{res}{space 2}  .043551{col 30}{space 2} .0437755{col 41}{space 1}    0.99{col 50}{space 3}0.320{col 58}{space 4}-.0422474{col 71}{space 3} .1293494
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .0608624{col 30}{space 2} .0425893{col 41}{space 1}    1.43{col 50}{space 3}0.153{col 58}{space 4} -.022611{col 71}{space 3} .1443359
{txt}{space 11}2009  {c |}{col 18}{res}{space 2}  .057716{col 30}{space 2} .0411192{col 41}{space 1}    1.40{col 50}{space 3}0.160{col 58}{space 4} -.022876{col 71}{space 3} .1383081
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .0433948{col 30}{space 2} .0426049{col 41}{space 1}    1.02{col 50}{space 3}0.308{col 58}{space 4}-.0401093{col 71}{space 3} .1268989
{txt}{space 11}2011  {c |}{col 18}{res}{space 2} .0208688{col 30}{space 2} .0446836{col 41}{space 1}    0.47{col 50}{space 3}0.640{col 58}{space 4}-.0667094{col 71}{space 3} .1084471
{txt}{space 11}2012  {c |}{col 18}{res}{space 2} .0621062{col 30}{space 2} .0368893{col 41}{space 1}    1.68{col 50}{space 3}0.092{col 58}{space 4}-.0101955{col 71}{space 3} .1344079
{txt}{space 11}2013  {c |}{col 18}{res}{space 2} .0298164{col 30}{space 2} .0429085{col 41}{space 1}    0.69{col 50}{space 3}0.487{col 58}{space 4}-.0542826{col 71}{space 3} .1139155
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0325486{col 30}{space 2} .0415352{col 41}{space 1}    0.78{col 50}{space 3}0.433{col 58}{space 4}-.0488588{col 71}{space 3}  .113956
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2}-.0575371{col 30}{space 2} .0763709{col 41}{space 1}   -0.75{col 50}{space 3}0.451{col 58}{space 4}-.2072213{col 71}{space 3} .0921471
{txt}{space 13}90  {c |}{col 18}{res}{space 2}-.0255905{col 30}{space 2} .0856003{col 41}{space 1}   -0.30{col 50}{space 3}0.765{col 58}{space 4}-.1933641{col 71}{space 3}  .142183
{txt}{space 13}91  {c |}{col 18}{res}{space 2}-.2309719{col 30}{space 2} .0958154{col 41}{space 1}   -2.41{col 50}{space 3}0.016{col 58}{space 4}-.4187665{col 71}{space 3}-.0431773
{txt}{space 13}92  {c |}{col 18}{res}{space 2}-.1926957{col 30}{space 2} .1047588{col 41}{space 1}   -1.84{col 50}{space 3}0.066{col 58}{space 4}-.3980192{col 71}{space 3} .0126278
{txt}{space 13}93  {c |}{col 18}{res}{space 2}-.1655349{col 30}{space 2} .0743852{col 41}{space 1}   -2.23{col 50}{space 3}0.026{col 58}{space 4}-.3113273{col 71}{space 3}-.0197426
{txt}{space 13}95  {c |}{col 18}{res}{space 2}-.0277341{col 30}{space 2} .0578956{col 41}{space 1}   -0.48{col 50}{space 3}0.632{col 58}{space 4}-.1412074{col 71}{space 3} .0857393
{txt}{space 12}130  {c |}{col 18}{res}{space 2}-.1120964{col 30}{space 2} .0753279{col 41}{space 1}   -1.49{col 50}{space 3}0.137{col 58}{space 4}-.2597364{col 71}{space 3} .0355435
{txt}{space 12}135  {c |}{col 18}{res}{space 2} .0535523{col 30}{space 2}  .088862{col 41}{space 1}    0.60{col 50}{space 3}0.547{col 58}{space 4} -.120614{col 71}{space 3} .2277185
{txt}{space 12}140  {c |}{col 18}{res}{space 2}-.1730963{col 30}{space 2} .0722725{col 41}{space 1}   -2.40{col 50}{space 3}0.017{col 58}{space 4}-.3147478{col 71}{space 3}-.0314448
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{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.2803433{col 30}{space 2} .1796853{col 41}{space 1}   -1.56{col 50}{space 3}0.119{col 58}{space 4}  -.63252{col 71}{space 3} .0718334
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  49.394
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  42.040
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  45.050
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}L2.imfprogram_uu
Included instruments:{col 23}L.theta_mean L2.imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal 1977.year 1978.year 1979.year
{col 23}1980.year 1981.year 1982.year 1983.year 1984.year
{col 23}1985.year 1986.year 1987.year 1988.year 1989.year
{col 23}1990.year 1991.year 1992.year 1993.year 1994.year
{col 23}1995.year 1996.year 1997.year 1998.year 1999.year
{col 23}2000.year 2001.year 2002.year 2003.year 2004.year
{col 23}2005.year 2006.year 2007.year 2008.year 2009.year
{col 23}2010.year 2011.year 2012.year 2013.year 2014.year 70.ccode
{col 23}90.ccode 91.ccode 92.ccode 93.ccode 95.ccode 130.ccode
{col 23}135.ccode 140.ccode 145.ccode 150.ccode 155.ccode
{col 23}160.ccode 165.ccode 290.ccode 310.ccode 339.ccode
{col 23}346.ccode 360.ccode 365.ccode 370.ccode 372.ccode
{col 23}373.ccode 402.ccode 404.ccode 411.ccode 420.ccode
{col 23}432.ccode 433.ccode 434.ccode 435.ccode 436.ccode
{col 23}437.ccode 438.ccode 439.ccode 450.ccode 451.ccode
{col 23}452.ccode 461.ccode 471.ccode 475.ccode 481.ccode
{col 23}482.ccode 483.ccode 484.ccode 490.ccode 500.ccode
{col 23}501.ccode 510.ccode 516.ccode 517.ccode 522.ccode
{col 23}530.ccode 540.ccode 541.ccode 551.ccode 552.ccode
{col 23}553.ccode 560.ccode 565.ccode 570.ccode 571.ccode
{col 23}572.ccode 580.ccode 581.ccode 600.ccode 615.ccode
{col 23}616.ccode 620.ccode 625.ccode 630.ccode 640.ccode
{col 23}645.ccode 651.ccode 652.ccode 660.ccode 663.ccode
{col 23}670.ccode 679.ccode 690.ccode 694.ccode 698.ccode
{col 23}700.ccode 701.ccode 702.ccode 703.ccode 704.ccode
{col 23}705.ccode 710.ccode 712.ccode 732.ccode 760.ccode
{col 23}770.ccode 771.ccode 775.ccode 780.ccode 790.ccode
{col 23}800.ccode 811.ccode 812.ccode 816.ccode 820.ccode
{col 23}840.ccode 850.ccode
Excluded instruments:{col 23}L2.imf_maxlog_liquidity_1
{hline 78}

{com}. est store lag2
{txt}
{com}. ivreg2 theta_mean l.theta_mean l3.imf_movingavg1 (l3.imfprogram_uu= l3.imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}21{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2531
{txt}{col 55}F(146,  2384) = {res}  824.17
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2765.369894{txt}{col 55}Centered R2   = {res}  0.9564
{txt}Total (uncentered) SS   = {res} 4393.080209{txt}{col 55}Uncentered R2 = {res}  0.9726
{txt}Residual SS             = {res} 120.4942764{txt}{col 55}Root MSE      = {res}   .2182

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}
{space 13}L3. {c |}{col 18}{res}{space 2}-.3240604{col 30}{space 2} .1033441{col 41}{space 1}   -3.14{col 50}{space 3}0.002{col 58}{space 4}-.5266111{col 71}{space 3}-.1215098
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8671901{col 30}{space 2} .0169946{col 41}{space 1}   51.03{col 50}{space 3}0.000{col 58}{space 4} .8338812{col 71}{space 3} .9004989
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}
{space 13}L3. {c |}{col 18}{res}{space 2} .2755612{col 30}{space 2} .1285611{col 41}{space 1}    2.14{col 50}{space 3}0.032{col 58}{space 4}  .023586{col 71}{space 3} .5275364
{txt}{space 16} {c |}
{space 5}e_migdppcln {c |}{col 18}{res}{space 2}  .005426{col 30}{space 2} .0216701{col 41}{space 1}    0.25{col 50}{space 3}0.802{col 58}{space 4}-.0370465{col 71}{space 3} .0478986
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .4928571{col 30}{space 2} .1184607{col 41}{space 1}    4.16{col 50}{space 3}0.000{col 58}{space 4} .2606784{col 71}{space 3} .7250357
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0066342{col 30}{space 2} .0111794{col 41}{space 1}   -0.59{col 50}{space 3}0.553{col 58}{space 4}-.0285453{col 71}{space 3} .0152769
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0340441{col 30}{space 2} .0044012{col 41}{space 1}   -7.74{col 50}{space 3}0.000{col 58}{space 4}-.0426703{col 71}{space 3} -.025418
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1978  {c |}{col 18}{res}{space 2} .0044764{col 30}{space 2} .0375847{col 41}{space 1}    0.12{col 50}{space 3}0.905{col 58}{space 4}-.0691883{col 71}{space 3} .0781411
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0477885{col 30}{space 2} .0337208{col 41}{space 1}    1.42{col 50}{space 3}0.156{col 58}{space 4}-.0183031{col 71}{space 3} .1138801
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0975903{col 30}{space 2} .0448715{col 41}{space 1}    2.17{col 50}{space 3}0.030{col 58}{space 4} .0096438{col 71}{space 3} .1855367
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0283337{col 30}{space 2} .0315365{col 41}{space 1}    0.90{col 50}{space 3}0.369{col 58}{space 4}-.0334768{col 71}{space 3} .0901442
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0701695{col 30}{space 2} .0322179{col 41}{space 1}    2.18{col 50}{space 3}0.029{col 58}{space 4} .0070236{col 71}{space 3} .1333153
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0759741{col 30}{space 2} .0410527{col 41}{space 1}    1.85{col 50}{space 3}0.064{col 58}{space 4}-.0044878{col 71}{space 3}  .156436
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0893736{col 30}{space 2} .0376173{col 41}{space 1}    2.38{col 50}{space 3}0.018{col 58}{space 4} .0156451{col 71}{space 3} .1631021
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0946057{col 30}{space 2} .0357351{col 41}{space 1}    2.65{col 50}{space 3}0.008{col 58}{space 4} .0245662{col 71}{space 3} .1646452
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .1191786{col 30}{space 2} .0344951{col 41}{space 1}    3.45{col 50}{space 3}0.001{col 58}{space 4} .0515695{col 71}{space 3} .1867877
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0971524{col 30}{space 2} .0333601{col 41}{space 1}    2.91{col 50}{space 3}0.004{col 58}{space 4} .0317678{col 71}{space 3}  .162537
{txt}{space 11}1988  {c |}{col 18}{res}{space 2}  .063306{col 30}{space 2} .0373208{col 41}{space 1}    1.70{col 50}{space 3}0.090{col 58}{space 4}-.0098415{col 71}{space 3} .1364534
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0823545{col 30}{space 2} .0397284{col 41}{space 1}    2.07{col 50}{space 3}0.038{col 58}{space 4} .0044883{col 71}{space 3} .1602206
{txt}{space 11}1990  {c |}{col 18}{res}{space 2}-.0058641{col 30}{space 2} .0699318{col 41}{space 1}   -0.08{col 50}{space 3}0.933{col 58}{space 4}-.1429279{col 71}{space 3} .1311997
{txt}{space 11}1991  {c |}{col 18}{res}{space 2} .0605819{col 30}{space 2} .0446793{col 41}{space 1}    1.36{col 50}{space 3}0.175{col 58}{space 4}-.0269879{col 71}{space 3} .1481518
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .1201563{col 30}{space 2} .0417275{col 41}{space 1}    2.88{col 50}{space 3}0.004{col 58}{space 4} .0383718{col 71}{space 3} .2019408
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0860572{col 30}{space 2} .0407118{col 41}{space 1}    2.11{col 50}{space 3}0.035{col 58}{space 4} .0062636{col 71}{space 3} .1658508
{txt}{space 11}1994  {c |}{col 18}{res}{space 2}  .046303{col 30}{space 2} .0387415{col 41}{space 1}    1.20{col 50}{space 3}0.232{col 58}{space 4} -.029629{col 71}{space 3}  .122235
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .1032856{col 30}{space 2} .0396534{col 41}{space 1}    2.60{col 50}{space 3}0.009{col 58}{space 4} .0255664{col 71}{space 3} .1810048
{txt}{space 11}1996  {c |}{col 18}{res}{space 2}  .092398{col 30}{space 2} .0381689{col 41}{space 1}    2.42{col 50}{space 3}0.015{col 58}{space 4} .0175884{col 71}{space 3} .1672076
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0557595{col 30}{space 2} .0354481{col 41}{space 1}    1.57{col 50}{space 3}0.116{col 58}{space 4}-.0137174{col 71}{space 3} .1252364
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0812896{col 30}{space 2} .0378581{col 41}{space 1}    2.15{col 50}{space 3}0.032{col 58}{space 4} .0070891{col 71}{space 3}   .15549
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .1240869{col 30}{space 2} .0391515{col 41}{space 1}    3.17{col 50}{space 3}0.002{col 58}{space 4} .0473514{col 71}{space 3} .2008223
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .1058933{col 30}{space 2} .0376577{col 41}{space 1}    2.81{col 50}{space 3}0.005{col 58}{space 4} .0320855{col 71}{space 3} .1797011
{txt}{space 11}2001  {c |}{col 18}{res}{space 2} .1150899{col 30}{space 2} .0352295{col 41}{space 1}    3.27{col 50}{space 3}0.001{col 58}{space 4} .0460413{col 71}{space 3} .1841385
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .1009139{col 30}{space 2} .0382089{col 41}{space 1}    2.64{col 50}{space 3}0.008{col 58}{space 4} .0260258{col 71}{space 3} .1758019
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .0508043{col 30}{space 2} .0366656{col 41}{space 1}    1.39{col 50}{space 3}0.166{col 58}{space 4}-.0210589{col 71}{space 3} .1226675
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .1198441{col 30}{space 2} .0484144{col 41}{space 1}    2.48{col 50}{space 3}0.013{col 58}{space 4} .0249537{col 71}{space 3} .2147345
{txt}{space 11}2005  {c |}{col 18}{res}{space 2} .0542603{col 30}{space 2} .0392786{col 41}{space 1}    1.38{col 50}{space 3}0.167{col 58}{space 4}-.0227243{col 71}{space 3}  .131245
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} .0602801{col 30}{space 2} .0358679{col 41}{space 1}    1.68{col 50}{space 3}0.093{col 58}{space 4}-.0100196{col 71}{space 3} .1305798
{txt}{space 11}2007  {c |}{col 18}{res}{space 2} .0626454{col 30}{space 2} .0390678{col 41}{space 1}    1.60{col 50}{space 3}0.109{col 58}{space 4}-.0139261{col 71}{space 3}  .139217
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .0692532{col 30}{space 2} .0409576{col 41}{space 1}    1.69{col 50}{space 3}0.091{col 58}{space 4}-.0110222{col 71}{space 3} .1495286
{txt}{space 11}2009  {c |}{col 18}{res}{space 2} .0554121{col 30}{space 2} .0433363{col 41}{space 1}    1.28{col 50}{space 3}0.201{col 58}{space 4}-.0295255{col 71}{space 3} .1403496
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .0400283{col 30}{space 2} .0424167{col 41}{space 1}    0.94{col 50}{space 3}0.345{col 58}{space 4}-.0431069{col 71}{space 3} .1231635
{txt}{space 11}2011  {c |}{col 18}{res}{space 2}-.0231378{col 30}{space 2} .0517691{col 41}{space 1}   -0.45{col 50}{space 3}0.655{col 58}{space 4}-.1246034{col 71}{space 3} .0783278
{txt}{space 11}2012  {c |}{col 18}{res}{space 2} .0731518{col 30}{space 2} .0359934{col 41}{space 1}    2.03{col 50}{space 3}0.042{col 58}{space 4} .0026061{col 71}{space 3} .1436975
{txt}{space 11}2013  {c |}{col 18}{res}{space 2}  .056861{col 30}{space 2}  .040967{col 41}{space 1}    1.39{col 50}{space 3}0.165{col 58}{space 4}-.0234328{col 71}{space 3} .1371548
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0175957{col 30}{space 2} .0410027{col 41}{space 1}    0.43{col 50}{space 3}0.668{col 58}{space 4} -.062768{col 71}{space 3} .0979595
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2}-.0367311{col 30}{space 2}  .078602{col 41}{space 1}   -0.47{col 50}{space 3}0.640{col 58}{space 4}-.1907883{col 71}{space 3} .1173261
{txt}{space 13}90  {c |}{col 18}{res}{space 2}-.0649356{col 30}{space 2} .0907466{col 41}{space 1}   -0.72{col 50}{space 3}0.474{col 58}{space 4}-.2427958{col 71}{space 3} .1129245
{txt}{space 13}91  {c |}{col 18}{res}{space 2}-.3635038{col 30}{space 2}  .099573{col 41}{space 1}   -3.65{col 50}{space 3}0.000{col 58}{space 4}-.5586632{col 71}{space 3}-.1683444
{txt}{space 13}92  {c |}{col 18}{res}{space 2}-.2478857{col 30}{space 2} .1119503{col 41}{space 1}   -2.21{col 50}{space 3}0.027{col 58}{space 4}-.4673042{col 71}{space 3}-.0284671
{txt}{space 13}93  {c |}{col 18}{res}{space 2} -.175286{col 30}{space 2} .0715775{col 41}{space 1}   -2.45{col 50}{space 3}0.014{col 58}{space 4}-.3155753{col 71}{space 3}-.0349966
{txt}{space 13}95  {c |}{col 18}{res}{space 2}-.0272926{col 30}{space 2} .0575185{col 41}{space 1}   -0.47{col 50}{space 3}0.635{col 58}{space 4}-.1400268{col 71}{space 3} .0854416
{txt}{space 12}130  {c |}{col 18}{res}{space 2}-.1255192{col 30}{space 2} .0837775{col 41}{space 1}   -1.50{col 50}{space 3}0.134{col 58}{space 4}-.2897201{col 71}{space 3} .0386818
{txt}{space 12}135  {c |}{col 18}{res}{space 2} .0737642{col 30}{space 2} .0885504{col 41}{space 1}    0.83{col 50}{space 3}0.405{col 58}{space 4}-.0997914{col 71}{space 3} .2473197
{txt}{space 12}140  {c |}{col 18}{res}{space 2}-.1968645{col 30}{space 2}   .07445{col 41}{space 1}   -2.64{col 50}{space 3}0.008{col 58}{space 4}-.3427838{col 71}{space 3}-.0509452
{txt}{space 12}145  {c |}{col 18}{res}{space 2}-.0674029{col 30}{space 2} .0895881{col 41}{space 1}   -0.75{col 50}{space 3}0.452{col 58}{space 4}-.2429923{col 71}{space 3} .1081865
{txt}{space 12}150  {c |}{col 18}{res}{space 2} .0320713{col 30}{space 2} .0690012{col 41}{space 1}    0.46{col 50}{space 3}0.642{col 58}{space 4}-.1031685{col 71}{space 3} .1673112
{txt}{space 12}155  {c |}{col 18}{res}{space 2} .0453663{col 30}{space 2} .0912132{col 41}{space 1}    0.50{col 50}{space 3}0.619{col 58}{space 4}-.1334082{col 71}{space 3} .2241409
{txt}{space 12}160  {c |}{col 18}{res}{space 2} .2126906{col 30}{space 2} .1241313{col 41}{space 1}    1.71{col 50}{space 3}0.087{col 58}{space 4}-.0306023{col 71}{space 3} .4559836
{txt}{space 12}165  {c |}{col 18}{res}{space 2}-.0091863{col 30}{space 2} .0777157{col 41}{space 1}   -0.12{col 50}{space 3}0.906{col 58}{space 4}-.1615064{col 71}{space 3} .1431337
{txt}{space 12}290  {c |}{col 18}{res}{space 2} .1024647{col 30}{space 2} .0918994{col 41}{space 1}    1.11{col 50}{space 3}0.265{col 58}{space 4}-.0776548{col 71}{space 3} .2825841
{txt}{space 12}310  {c |}{col 18}{res}{space 2} .2175817{col 30}{space 2} .1024789{col 41}{space 1}    2.12{col 50}{space 3}0.034{col 58}{space 4} .0167267{col 71}{space 3} .4184367
{txt}{space 12}339  {c |}{col 18}{res}{space 2}  .084339{col 30}{space 2} .0706108{col 41}{space 1}    1.19{col 50}{space 3}0.232{col 58}{space 4}-.0540556{col 71}{space 3} .2227337
{txt}{space 12}346  {c |}{col 18}{res}{space 2} .2822321{col 30}{space 2} .1773919{col 41}{space 1}    1.59{col 50}{space 3}0.112{col 58}{space 4}-.0654497{col 71}{space 3} .6299139
{txt}{space 12}360  {c |}{col 18}{res}{space 2} -.011408{col 30}{space 2} .0814289{col 41}{space 1}   -0.14{col 50}{space 3}0.889{col 58}{space 4}-.1710058{col 71}{space 3} .1481897
{txt}{space 12}365  {c |}{col 18}{res}{space 2}-.2348133{col 30}{space 2} .0747129{col 41}{space 1}   -3.14{col 50}{space 3}0.002{col 58}{space 4}-.3812479{col 71}{space 3}-.0883786
{txt}{space 12}370  {c |}{col 18}{res}{space 2}-.1944818{col 30}{space 2}  .090621{col 41}{space 1}   -2.15{col 50}{space 3}0.032{col 58}{space 4}-.3720957{col 71}{space 3} -.016868
{txt}{space 12}372  {c |}{col 18}{res}{space 2}-.0583015{col 30}{space 2} .0960944{col 41}{space 1}   -0.61{col 50}{space 3}0.544{col 58}{space 4}-.2466431{col 71}{space 3} .1300401
{txt}{space 12}373  {c |}{col 18}{res}{space 2} .2365511{col 30}{space 2} .0808312{col 41}{space 1}    2.93{col 50}{space 3}0.003{col 58}{space 4} .0781248{col 71}{space 3} .3949773
{txt}{space 12}402  {c |}{col 18}{res}{space 2} .0295533{col 30}{space 2} .0857434{col 41}{space 1}    0.34{col 50}{space 3}0.730{col 58}{space 4}-.1385006{col 71}{space 3} .1976072
{txt}{space 12}404  {c |}{col 18}{res}{space 2} .1138717{col 30}{space 2} .0854765{col 41}{space 1}    1.33{col 50}{space 3}0.183{col 58}{space 4}-.0536591{col 71}{space 3} .2814025
{txt}{space 12}411  {c |}{col 18}{res}{space 2} .1223453{col 30}{space 2} .0882688{col 41}{space 1}    1.39{col 50}{space 3}0.166{col 58}{space 4}-.0506583{col 71}{space 3} .2953489
{txt}{space 12}420  {c |}{col 18}{res}{space 2}-.0042648{col 30}{space 2} .0770875{col 41}{space 1}   -0.06{col 50}{space 3}0.956{col 58}{space 4}-.1553536{col 71}{space 3} .1468239
{txt}{space 12}432  {c |}{col 18}{res}{space 2}-.1460545{col 30}{space 2} .0955184{col 41}{space 1}   -1.53{col 50}{space 3}0.126{col 58}{space 4} -.333267{col 71}{space 3} .0411581
{txt}{space 12}433  {c |}{col 18}{res}{space 2}-.1138387{col 30}{space 2} .0866833{col 41}{space 1}   -1.31{col 50}{space 3}0.189{col 58}{space 4}-.2837349{col 71}{space 3} .0560574
{txt}{space 12}434  {c |}{col 18}{res}{space 2} .0541035{col 30}{space 2}  .139865{col 41}{space 1}    0.39{col 50}{space 3}0.699{col 58}{space 4}-.2200269{col 71}{space 3} .3282339
{txt}{space 12}435  {c |}{col 18}{res}{space 2}-.0020885{col 30}{space 2}  .081905{col 41}{space 1}   -0.03{col 50}{space 3}0.980{col 58}{space 4}-.1626192{col 71}{space 3} .1584423
{txt}{space 12}436  {c |}{col 18}{res}{space 2}  .008213{col 30}{space 2} .0890649{col 41}{space 1}    0.09{col 50}{space 3}0.927{col 58}{space 4} -.166351{col 71}{space 3}  .182777
{txt}{space 12}437  {c |}{col 18}{res}{space 2} .0344185{col 30}{space 2} .0792267{col 41}{space 1}    0.43{col 50}{space 3}0.664{col 58}{space 4} -.120863{col 71}{space 3} .1897001
{txt}{space 12}438  {c |}{col 18}{res}{space 2} .1605933{col 30}{space 2} .0863744{col 41}{space 1}    1.86{col 50}{space 3}0.063{col 58}{space 4}-.0086974{col 71}{space 3} .3298839
{txt}{space 12}439  {c |}{col 18}{res}{space 2} .0025823{col 30}{space 2} .0872863{col 41}{space 1}    0.03{col 50}{space 3}0.976{col 58}{space 4}-.1684957{col 71}{space 3} .1736603
{txt}{space 12}450  {c |}{col 18}{res}{space 2}-.1430671{col 30}{space 2} .0866134{col 41}{space 1}   -1.65{col 50}{space 3}0.099{col 58}{space 4}-.3128261{col 71}{space 3}  .026692
{txt}{space 12}451  {c |}{col 18}{res}{space 2} .0993181{col 30}{space 2} .0934685{col 41}{space 1}    1.06{col 50}{space 3}0.288{col 58}{space 4}-.0838767{col 71}{space 3} .2825129
{txt}{space 12}452  {c |}{col 18}{res}{space 2} .2374235{col 30}{space 2} .1003937{col 41}{space 1}    2.36{col 50}{space 3}0.018{col 58}{space 4} .0406554{col 71}{space 3} .4341915
{txt}{space 12}461  {c |}{col 18}{res}{space 2} .0431744{col 30}{space 2} .0780745{col 41}{space 1}    0.55{col 50}{space 3}0.580{col 58}{space 4}-.1098488{col 71}{space 3} .1961976
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{txt}{space 12}483  {c |}{col 18}{res}{space 2} .1009174{col 30}{space 2} .0850311{col 41}{space 1}    1.19{col 50}{space 3}0.235{col 58}{space 4}-.0657404{col 71}{space 3} .2675753
{txt}{space 12}484  {c |}{col 18}{res}{space 2} .1890414{col 30}{space 2} .0854476{col 41}{space 1}    2.21{col 50}{space 3}0.027{col 58}{space 4} .0215671{col 71}{space 3} .3565157
{txt}{space 12}490  {c |}{col 18}{res}{space 2}-.0361747{col 30}{space 2} .0786259{col 41}{space 1}   -0.46{col 50}{space 3}0.645{col 58}{space 4}-.1902786{col 71}{space 3} .1179293
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{txt}{space 12}510  {c |}{col 18}{res}{space 2}-.0302585{col 30}{space 2} .0766632{col 41}{space 1}   -0.39{col 50}{space 3}0.693{col 58}{space 4}-.1805155{col 71}{space 3} .1199986
{txt}{space 12}516  {c |}{col 18}{res}{space 2}-.2410183{col 30}{space 2} .1078989{col 41}{space 1}   -2.23{col 50}{space 3}0.026{col 58}{space 4}-.4524962{col 71}{space 3}-.0295404
{txt}{space 12}517  {c |}{col 18}{res}{space 2}-.0986987{col 30}{space 2} .1055489{col 41}{space 1}   -0.94{col 50}{space 3}0.350{col 58}{space 4}-.3055707{col 71}{space 3} .1081733
{txt}{space 12}522  {c |}{col 18}{res}{space 2} .0368635{col 30}{space 2} .0831303{col 41}{space 1}    0.44{col 50}{space 3}0.657{col 58}{space 4} -.126069{col 71}{space 3} .1997959
{txt}{space 12}530  {c |}{col 18}{res}{space 2} .0162493{col 30}{space 2} .0848493{col 41}{space 1}    0.19{col 50}{space 3}0.848{col 58}{space 4}-.1500523{col 71}{space 3} .1825508
{txt}{space 12}540  {c |}{col 18}{res}{space 2} .0062133{col 30}{space 2} .0833161{col 41}{space 1}    0.07{col 50}{space 3}0.941{col 58}{space 4}-.1570833{col 71}{space 3} .1695098
{txt}{space 12}541  {c |}{col 18}{res}{space 2}-.0211612{col 30}{space 2} .0767603{col 41}{space 1}   -0.28{col 50}{space 3}0.783{col 58}{space 4}-.1716087{col 71}{space 3} .1292863
{txt}{space 12}551  {c |}{col 18}{res}{space 2}-.0820202{col 30}{space 2} .0717193{col 41}{space 1}   -1.14{col 50}{space 3}0.253{col 58}{space 4}-.2225874{col 71}{space 3} .0585471
{txt}{space 12}552  {c |}{col 18}{res}{space 2}-.1272073{col 30}{space 2} .0673293{col 41}{space 1}   -1.89{col 50}{space 3}0.059{col 58}{space 4}-.2591702{col 71}{space 3} .0047557
{txt}{space 12}553  {c |}{col 18}{res}{space 2} .0836975{col 30}{space 2} .0857035{col 41}{space 1}    0.98{col 50}{space 3}0.329{col 58}{space 4}-.0842783{col 71}{space 3} .2516733
{txt}{space 12}560  {c |}{col 18}{res}{space 2}-.2108626{col 30}{space 2} .0806192{col 41}{space 1}   -2.62{col 50}{space 3}0.009{col 58}{space 4}-.3688733{col 71}{space 3}-.0528519
{txt}{space 12}565  {c |}{col 18}{res}{space 2}-.1467439{col 30}{space 2} .1070926{col 41}{space 1}   -1.37{col 50}{space 3}0.171{col 58}{space 4}-.3566416{col 71}{space 3} .0631538
{txt}{space 12}570  {c |}{col 18}{res}{space 2} .0059419{col 30}{space 2} .0854853{col 41}{space 1}    0.07{col 50}{space 3}0.945{col 58}{space 4}-.1616063{col 71}{space 3} .1734901
{txt}{space 12}571  {c |}{col 18}{res}{space 2}-.0140612{col 30}{space 2} .0920656{col 41}{space 1}   -0.15{col 50}{space 3}0.879{col 58}{space 4}-.1945065{col 71}{space 3} .1663842
{txt}{space 12}572  {c |}{col 18}{res}{space 2}-.0129361{col 30}{space 2} .0805083{col 41}{space 1}   -0.16{col 50}{space 3}0.872{col 58}{space 4}-.1707294{col 71}{space 3} .1448573
{txt}{space 12}580  {c |}{col 18}{res}{space 2} .1029233{col 30}{space 2} .0752088{col 41}{space 1}    1.37{col 50}{space 3}0.171{col 58}{space 4}-.0444834{col 71}{space 3} .2503299
{txt}{space 12}581  {c |}{col 18}{res}{space 2} .0468674{col 30}{space 2} .0752027{col 41}{space 1}    0.62{col 50}{space 3}0.533{col 58}{space 4}-.1005272{col 71}{space 3}  .194262
{txt}{space 12}600  {c |}{col 18}{res}{space 2}-.2309741{col 30}{space 2} .0881548{col 41}{space 1}   -2.62{col 50}{space 3}0.009{col 58}{space 4}-.4037542{col 71}{space 3}-.0581939
{txt}{space 12}615  {c |}{col 18}{res}{space 2}-.1154066{col 30}{space 2}  .089632{col 41}{space 1}   -1.29{col 50}{space 3}0.198{col 58}{space 4} -.291082{col 71}{space 3} .0602689
{txt}{space 12}616  {c |}{col 18}{res}{space 2}-.2341614{col 30}{space 2} .0877382{col 41}{space 1}   -2.67{col 50}{space 3}0.008{col 58}{space 4}-.4061251{col 71}{space 3}-.0621977
{txt}{space 12}620  {c |}{col 18}{res}{space 2}-.0872307{col 30}{space 2} .0856824{col 41}{space 1}   -1.02{col 50}{space 3}0.309{col 58}{space 4}-.2551652{col 71}{space 3} .0807038
{txt}{space 12}625  {c |}{col 18}{res}{space 2}-.1061289{col 30}{space 2} .0618404{col 41}{space 1}   -1.72{col 50}{space 3}0.086{col 58}{space 4}-.2273339{col 71}{space 3} .0150761
{txt}{space 12}630  {c |}{col 18}{res}{space 2}-.0707248{col 30}{space 2} .0829524{col 41}{space 1}   -0.85{col 50}{space 3}0.394{col 58}{space 4}-.2333085{col 71}{space 3} .0918589
{txt}{space 12}645  {c |}{col 18}{res}{space 2} .1028191{col 30}{space 2} .0939154{col 41}{space 1}    1.09{col 50}{space 3}0.274{col 58}{space 4}-.0812517{col 71}{space 3} .2868899
{txt}{space 12}651  {c |}{col 18}{res}{space 2}-.2189347{col 30}{space 2} .0742403{col 41}{space 1}   -2.95{col 50}{space 3}0.003{col 58}{space 4} -.364443{col 71}{space 3}-.0734263
{txt}{space 12}652  {c |}{col 18}{res}{space 2}-.0465902{col 30}{space 2} .0801293{col 41}{space 1}   -0.58{col 50}{space 3}0.561{col 58}{space 4}-.2036407{col 71}{space 3} .1104603
{txt}{space 12}660  {c |}{col 18}{res}{space 2} -.024011{col 30}{space 2} .0790553{col 41}{space 1}   -0.30{col 50}{space 3}0.761{col 58}{space 4}-.1789565{col 71}{space 3} .1309345
{txt}{space 12}663  {c |}{col 18}{res}{space 2}-.0634134{col 30}{space 2} .0795732{col 41}{space 1}   -0.80{col 50}{space 3}0.425{col 58}{space 4}-.2193741{col 71}{space 3} .0925472
{txt}{space 12}670  {c |}{col 18}{res}{space 2} .0252703{col 30}{space 2} .0815573{col 41}{space 1}    0.31{col 50}{space 3}0.757{col 58}{space 4}-.1345789{col 71}{space 3} .1851196
{txt}{space 12}679  {c |}{col 18}{res}{space 2}-.0282844{col 30}{space 2} .0733485{col 41}{space 1}   -0.39{col 50}{space 3}0.700{col 58}{space 4}-.1720448{col 71}{space 3}  .115476
{txt}{space 12}690  {c |}{col 18}{res}{space 2} -.147239{col 30}{space 2} .1153647{col 41}{space 1}   -1.28{col 50}{space 3}0.202{col 58}{space 4}-.3733498{col 71}{space 3} .0788717
{txt}{space 12}694  {c |}{col 18}{res}{space 2} .0705939{col 30}{space 2} .1011586{col 41}{space 1}    0.70{col 50}{space 3}0.485{col 58}{space 4}-.1276733{col 71}{space 3} .2688612
{txt}{space 12}698  {c |}{col 18}{res}{space 2}-.0235922{col 30}{space 2} .0935337{col 41}{space 1}   -0.25{col 50}{space 3}0.801{col 58}{space 4}-.2069149{col 71}{space 3} .1597305
{txt}{space 12}700  {c |}{col 18}{res}{space 2}-.0809175{col 30}{space 2} .0888385{col 41}{space 1}   -0.91{col 50}{space 3}0.362{col 58}{space 4}-.2550378{col 71}{space 3} .0932027
{txt}{space 12}701  {c |}{col 18}{res}{space 2} .1064289{col 30}{space 2} .0803024{col 41}{space 1}    1.33{col 50}{space 3}0.185{col 58}{space 4} -.050961{col 71}{space 3} .2638188
{txt}{space 12}702  {c |}{col 18}{res}{space 2} .1677678{col 30}{space 2} .0795148{col 41}{space 1}    2.11{col 50}{space 3}0.035{col 58}{space 4} .0119217{col 71}{space 3} .3236138
{txt}{space 12}703  {c |}{col 18}{res}{space 2}-.0554826{col 30}{space 2} .0609512{col 41}{space 1}   -0.91{col 50}{space 3}0.363{col 58}{space 4}-.1749447{col 71}{space 3} .0639795
{txt}{space 12}704  {c |}{col 18}{res}{space 2} -.024417{col 30}{space 2} .0706673{col 41}{space 1}   -0.35{col 50}{space 3}0.730{col 58}{space 4}-.1629224{col 71}{space 3} .1140885
{txt}{space 12}705  {c |}{col 18}{res}{space 2}-.2377652{col 30}{space 2} .0863564{col 41}{space 1}   -2.75{col 50}{space 3}0.006{col 58}{space 4}-.4070205{col 71}{space 3}-.0685098
{txt}{space 12}710  {c |}{col 18}{res}{space 2}-.1267408{col 30}{space 2} .0769263{col 41}{space 1}   -1.65{col 50}{space 3}0.099{col 58}{space 4}-.2775136{col 71}{space 3} .0240319
{txt}{space 12}732  {c |}{col 18}{res}{space 2}-.2087792{col 30}{space 2} .0812572{col 41}{space 1}   -2.57{col 50}{space 3}0.010{col 58}{space 4}-.3680403{col 71}{space 3}-.0495181
{txt}{space 12}760  {c |}{col 18}{res}{space 2} .0231495{col 30}{space 2}  .136525{col 41}{space 1}    0.17{col 50}{space 3}0.865{col 58}{space 4}-.2444345{col 71}{space 3} .2907335
{txt}{space 12}770  {c |}{col 18}{res}{space 2} .0369316{col 30}{space 2} .0647256{col 41}{space 1}    0.57{col 50}{space 3}0.568{col 58}{space 4}-.0899282{col 71}{space 3} .1637915
{txt}{space 12}771  {c |}{col 18}{res}{space 2} .0300136{col 30}{space 2} .0943475{col 41}{space 1}    0.32{col 50}{space 3}0.750{col 58}{space 4}-.1549041{col 71}{space 3} .2149314
{txt}{space 12}775  {c |}{col 18}{res}{space 2}-.0597747{col 30}{space 2} .0580902{col 41}{space 1}   -1.03{col 50}{space 3}0.303{col 58}{space 4}-.1736294{col 71}{space 3}   .05408
{txt}{space 12}780  {c |}{col 18}{res}{space 2}-.1844284{col 30}{space 2} .1189091{col 41}{space 1}   -1.55{col 50}{space 3}0.121{col 58}{space 4}-.4174859{col 71}{space 3} .0486292
{txt}{space 12}790  {c |}{col 18}{res}{space 2} .0459168{col 30}{space 2} .0972144{col 41}{space 1}    0.47{col 50}{space 3}0.637{col 58}{space 4}-.1446199{col 71}{space 3} .2364535
{txt}{space 12}800  {c |}{col 18}{res}{space 2}-.1313872{col 30}{space 2} .0905206{col 41}{space 1}   -1.45{col 50}{space 3}0.147{col 58}{space 4}-.3088044{col 71}{space 3} .0460299
{txt}{space 12}811  {c |}{col 18}{res}{space 2} .1159638{col 30}{space 2} .0810101{col 41}{space 1}    1.43{col 50}{space 3}0.152{col 58}{space 4} -.042813{col 71}{space 3} .2747406
{txt}{space 12}812  {c |}{col 18}{res}{space 2}  .220222{col 30}{space 2} .0836391{col 41}{space 1}    2.63{col 50}{space 3}0.008{col 58}{space 4} .0562924{col 71}{space 3} .3841515
{txt}{space 12}816  {c |}{col 18}{res}{space 2} .1275339{col 30}{space 2} .0775847{col 41}{space 1}    1.64{col 50}{space 3}0.100{col 58}{space 4}-.0245294{col 71}{space 3} .2795972
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0652739{col 30}{space 2} .0824604{col 41}{space 1}   -0.79{col 50}{space 3}0.429{col 58}{space 4}-.2268934{col 71}{space 3} .0963455
{txt}{space 12}840  {c |}{col 18}{res}{space 2} .0934957{col 30}{space 2} .0700328{col 41}{space 1}    1.34{col 50}{space 3}0.182{col 58}{space 4} -.043766{col 71}{space 3} .2307575
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.1240485{col 30}{space 2} .0696023{col 41}{space 1}   -1.78{col 50}{space 3}0.075{col 58}{space 4}-.2604665{col 71}{space 3} .0123695
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.3189053{col 30}{space 2} .1836868{col 41}{space 1}   -1.74{col 50}{space 3}0.083{col 58}{space 4}-.6789248{col 71}{space 3} .0411143
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  43.040
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  37.541
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  39.419
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}L3.imfprogram_uu
Included instruments:{col 23}L.theta_mean L3.imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal 1978.year 1979.year 1980.year
{col 23}1981.year 1982.year 1983.year 1984.year 1985.year
{col 23}1986.year 1987.year 1988.year 1989.year 1990.year
{col 23}1991.year 1992.year 1993.year 1994.year 1995.year
{col 23}1996.year 1997.year 1998.year 1999.year 2000.year
{col 23}2001.year 2002.year 2003.year 2004.year 2005.year
{col 23}2006.year 2007.year 2008.year 2009.year 2010.year
{col 23}2011.year 2012.year 2013.year 2014.year 70.ccode 90.ccode
{col 23}91.ccode 92.ccode 93.ccode 95.ccode 130.ccode 135.ccode
{col 23}140.ccode 145.ccode 150.ccode 155.ccode 160.ccode
{col 23}165.ccode 290.ccode 310.ccode 339.ccode 346.ccode
{col 23}360.ccode 365.ccode 370.ccode 372.ccode 373.ccode
{col 23}402.ccode 404.ccode 411.ccode 420.ccode 432.ccode
{col 23}433.ccode 434.ccode 435.ccode 436.ccode 437.ccode
{col 23}438.ccode 439.ccode 450.ccode 451.ccode 452.ccode
{col 23}461.ccode 471.ccode 475.ccode 481.ccode 482.ccode
{col 23}483.ccode 484.ccode 490.ccode 500.ccode 501.ccode
{col 23}510.ccode 516.ccode 517.ccode 522.ccode 530.ccode
{col 23}540.ccode 541.ccode 551.ccode 552.ccode 553.ccode
{col 23}560.ccode 565.ccode 570.ccode 571.ccode 572.ccode
{col 23}580.ccode 581.ccode 600.ccode 615.ccode 616.ccode
{col 23}620.ccode 625.ccode 630.ccode 645.ccode 651.ccode
{col 23}652.ccode 660.ccode 663.ccode 670.ccode 679.ccode
{col 23}690.ccode 694.ccode 698.ccode 700.ccode 701.ccode
{col 23}702.ccode 703.ccode 704.ccode 705.ccode 710.ccode
{col 23}732.ccode 760.ccode 770.ccode 771.ccode 775.ccode
{col 23}780.ccode 790.ccode 800.ccode 811.ccode 812.ccode
{col 23}816.ccode 820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}L3.imf_maxlog_liquidity_1
{hline 78}

{com}. est store lag3
{txt}
{com}. ivreg2 theta_mean l.theta_mean l4.imf_movingavg1 (l4.imfprogram_uu= l4.imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}21{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2416
{txt}{col 55}F(144,  2271) = {res}  753.31
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2623.312198{txt}{col 55}Centered R2   = {res}  0.9559
{txt}Total (uncentered) SS   = {res} 4148.974892{txt}{col 55}Uncentered R2 = {res}  0.9721
{txt}Residual SS             = {res} 115.6402603{txt}{col 55}Root MSE      = {res}   .2188

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}
{space 13}L4. {c |}{col 18}{res}{space 2}-.3271164{col 30}{space 2} .1050984{col 41}{space 1}   -3.11{col 50}{space 3}0.002{col 58}{space 4}-.5331056{col 71}{space 3}-.1211273
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8654134{col 30}{space 2} .0182361{col 41}{space 1}   47.46{col 50}{space 3}0.000{col 58}{space 4} .8296713{col 71}{space 3} .9011555
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}
{space 13}L4. {c |}{col 18}{res}{space 2} .2941976{col 30}{space 2} .1379457{col 41}{space 1}    2.13{col 50}{space 3}0.033{col 58}{space 4}  .023829{col 71}{space 3} .5645663
{txt}{space 16} {c |}
{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0109329{col 30}{space 2} .0221562{col 41}{space 1}    0.49{col 50}{space 3}0.622{col 58}{space 4}-.0324925{col 71}{space 3} .0543583
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .5218881{col 30}{space 2} .1224165{col 41}{space 1}    4.26{col 50}{space 3}0.000{col 58}{space 4} .2819561{col 71}{space 3} .7618201
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2} -.005677{col 30}{space 2} .0123698{col 41}{space 1}   -0.46{col 50}{space 3}0.646{col 58}{space 4}-.0299214{col 71}{space 3} .0185674
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0328571{col 30}{space 2} .0044624{col 41}{space 1}   -7.36{col 50}{space 3}0.000{col 58}{space 4}-.0416034{col 71}{space 3}-.0241109
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1979  {c |}{col 18}{res}{space 2} .0277702{col 30}{space 2} .0354055{col 41}{space 1}    0.78{col 50}{space 3}0.433{col 58}{space 4}-.0416234{col 71}{space 3} .0971638
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0743193{col 30}{space 2} .0441076{col 41}{space 1}    1.68{col 50}{space 3}0.092{col 58}{space 4}-.0121301{col 71}{space 3} .1607687
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0487956{col 30}{space 2} .0385534{col 41}{space 1}    1.27{col 50}{space 3}0.206{col 58}{space 4}-.0267677{col 71}{space 3} .1243589
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0394591{col 30}{space 2} .0348731{col 41}{space 1}    1.13{col 50}{space 3}0.258{col 58}{space 4} -.028891{col 71}{space 3} .1078092
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0515362{col 30}{space 2} .0406875{col 41}{space 1}    1.27{col 50}{space 3}0.205{col 58}{space 4}-.0282098{col 71}{space 3} .1312822
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{txt}{space 12}625  {c |}{col 18}{res}{space 2}-.1136527{col 30}{space 2} .0605528{col 41}{space 1}   -1.88{col 50}{space 3}0.061{col 58}{space 4} -.232334{col 71}{space 3} .0050286
{txt}{space 12}630  {c |}{col 18}{res}{space 2}-.0682286{col 30}{space 2} .0856269{col 41}{space 1}   -0.80{col 50}{space 3}0.426{col 58}{space 4}-.2360543{col 71}{space 3}  .099597
{txt}{space 12}645  {c |}{col 18}{res}{space 2} .0917105{col 30}{space 2} .0966542{col 41}{space 1}    0.95{col 50}{space 3}0.343{col 58}{space 4}-.0977283{col 71}{space 3} .2811492
{txt}{space 12}651  {c |}{col 18}{res}{space 2}-.2230199{col 30}{space 2} .0744081{col 41}{space 1}   -3.00{col 50}{space 3}0.003{col 58}{space 4}-.3688571{col 71}{space 3}-.0771827
{txt}{space 12}652  {c |}{col 18}{res}{space 2}-.0383189{col 30}{space 2} .0828207{col 41}{space 1}   -0.46{col 50}{space 3}0.644{col 58}{space 4}-.2006446{col 71}{space 3} .1240068
{txt}{space 12}660  {c |}{col 18}{res}{space 2}-.0312223{col 30}{space 2} .0789093{col 41}{space 1}   -0.40{col 50}{space 3}0.692{col 58}{space 4}-.1858817{col 71}{space 3} .1234371
{txt}{space 12}663  {c |}{col 18}{res}{space 2}-.0632035{col 30}{space 2} .0811512{col 41}{space 1}   -0.78{col 50}{space 3}0.436{col 58}{space 4}-.2222569{col 71}{space 3} .0958499
{txt}{space 12}670  {c |}{col 18}{res}{space 2} .0240169{col 30}{space 2} .0818994{col 41}{space 1}    0.29{col 50}{space 3}0.769{col 58}{space 4}-.1365031{col 71}{space 3} .1845368
{txt}{space 12}679  {c |}{col 18}{res}{space 2}-.0303083{col 30}{space 2} .0745884{col 41}{space 1}   -0.41{col 50}{space 3}0.684{col 58}{space 4}-.1764988{col 71}{space 3} .1158823
{txt}{space 12}690  {c |}{col 18}{res}{space 2}-.1674827{col 30}{space 2} .1151372{col 41}{space 1}   -1.45{col 50}{space 3}0.146{col 58}{space 4}-.3931474{col 71}{space 3}  .058182
{txt}{space 12}694  {c |}{col 18}{res}{space 2} .0574877{col 30}{space 2} .0998311{col 41}{space 1}    0.58{col 50}{space 3}0.565{col 58}{space 4}-.1381776{col 71}{space 3}  .253153
{txt}{space 12}698  {c |}{col 18}{res}{space 2}-.0295195{col 30}{space 2} .0924908{col 41}{space 1}   -0.32{col 50}{space 3}0.750{col 58}{space 4}-.2107982{col 71}{space 3} .1517592
{txt}{space 12}700  {c |}{col 18}{res}{space 2}-.0801086{col 30}{space 2} .0893969{col 41}{space 1}   -0.90{col 50}{space 3}0.370{col 58}{space 4}-.2553234{col 71}{space 3} .0951062
{txt}{space 12}701  {c |}{col 18}{res}{space 2} .1258122{col 30}{space 2} .0816384{col 41}{space 1}    1.54{col 50}{space 3}0.123{col 58}{space 4}-.0341961{col 71}{space 3} .2858204
{txt}{space 12}702  {c |}{col 18}{res}{space 2}  .167309{col 30}{space 2} .0841765{col 41}{space 1}    1.99{col 50}{space 3}0.047{col 58}{space 4} .0023261{col 71}{space 3} .3322919
{txt}{space 12}703  {c |}{col 18}{res}{space 2}-.0631132{col 30}{space 2} .0626734{col 41}{space 1}   -1.01{col 50}{space 3}0.314{col 58}{space 4}-.1859507{col 71}{space 3} .0597244
{txt}{space 12}704  {c |}{col 18}{res}{space 2}-.0106228{col 30}{space 2} .0681685{col 41}{space 1}   -0.16{col 50}{space 3}0.876{col 58}{space 4}-.1442305{col 71}{space 3}  .122985
{txt}{space 12}705  {c |}{col 18}{res}{space 2}-.2449702{col 30}{space 2} .0873458{col 41}{space 1}   -2.80{col 50}{space 3}0.005{col 58}{space 4}-.4161649{col 71}{space 3}-.0737756
{txt}{space 12}710  {c |}{col 18}{res}{space 2}-.1345102{col 30}{space 2} .0813084{col 41}{space 1}   -1.65{col 50}{space 3}0.098{col 58}{space 4}-.2938717{col 71}{space 3} .0248513
{txt}{space 12}732  {c |}{col 18}{res}{space 2}-.2403947{col 30}{space 2} .0848241{col 41}{space 1}   -2.83{col 50}{space 3}0.005{col 58}{space 4}-.4066468{col 71}{space 3}-.0741426
{txt}{space 12}760  {c |}{col 18}{res}{space 2} .0514294{col 30}{space 2} .1385736{col 41}{space 1}    0.37{col 50}{space 3}0.711{col 58}{space 4}-.2201698{col 71}{space 3} .3230287
{txt}{space 12}770  {c |}{col 18}{res}{space 2} .0628961{col 30}{space 2} .0664614{col 41}{space 1}    0.95{col 50}{space 3}0.344{col 58}{space 4}-.0673658{col 71}{space 3} .1931579
{txt}{space 12}771  {c |}{col 18}{res}{space 2} .0179806{col 30}{space 2} .0994015{col 41}{space 1}    0.18{col 50}{space 3}0.856{col 58}{space 4}-.1768427{col 71}{space 3} .2128039
{txt}{space 12}775  {c |}{col 18}{res}{space 2}-.0562311{col 30}{space 2} .0590034{col 41}{space 1}   -0.95{col 50}{space 3}0.341{col 58}{space 4}-.1718756{col 71}{space 3} .0594134
{txt}{space 12}780  {c |}{col 18}{res}{space 2}-.2278556{col 30}{space 2} .1273286{col 41}{space 1}   -1.79{col 50}{space 3}0.074{col 58}{space 4}-.4774151{col 71}{space 3} .0217039
{txt}{space 12}790  {c |}{col 18}{res}{space 2} .0596887{col 30}{space 2} .1016754{col 41}{space 1}    0.59{col 50}{space 3}0.557{col 58}{space 4}-.1395914{col 71}{space 3} .2589687
{txt}{space 12}800  {c |}{col 18}{res}{space 2}-.1587234{col 30}{space 2} .0914968{col 41}{space 1}   -1.73{col 50}{space 3}0.083{col 58}{space 4}-.3380539{col 71}{space 3} .0206071
{txt}{space 12}811  {c |}{col 18}{res}{space 2} .1242207{col 30}{space 2} .0834677{col 41}{space 1}    1.49{col 50}{space 3}0.137{col 58}{space 4} -.039373{col 71}{space 3} .2878143
{txt}{space 12}812  {c |}{col 18}{res}{space 2} .2413286{col 30}{space 2} .0866011{col 41}{space 1}    2.79{col 50}{space 3}0.005{col 58}{space 4} .0715937{col 71}{space 3} .4110636
{txt}{space 12}816  {c |}{col 18}{res}{space 2} .1360458{col 30}{space 2} .0797434{col 41}{space 1}    1.71{col 50}{space 3}0.088{col 58}{space 4}-.0202484{col 71}{space 3}   .29234
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0672417{col 30}{space 2} .0823124{col 41}{space 1}   -0.82{col 50}{space 3}0.414{col 58}{space 4} -.228571{col 71}{space 3} .0940877
{txt}{space 12}840  {c |}{col 18}{res}{space 2} .1017804{col 30}{space 2} .0627168{col 41}{space 1}    1.62{col 50}{space 3}0.105{col 58}{space 4}-.0211423{col 71}{space 3} .2247031
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.1357785{col 30}{space 2} .0687699{col 41}{space 1}   -1.97{col 50}{space 3}0.048{col 58}{space 4} -.270565{col 71}{space 3} -.000992
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.3779402{col 30}{space 2} .1898335{col 41}{space 1}   -1.99{col 50}{space 3}0.046{col 58}{space 4} -.750007{col 71}{space 3}-.0058734
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  38.760
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  33.071
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  34.822
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}L4.imfprogram_uu
Included instruments:{col 23}L.theta_mean L4.imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal 1979.year 1980.year 1981.year
{col 23}1982.year 1983.year 1984.year 1985.year 1986.year
{col 23}1987.year 1988.year 1989.year 1990.year 1991.year
{col 23}1992.year 1993.year 1994.year 1995.year 1996.year
{col 23}1997.year 1998.year 1999.year 2000.year 2001.year
{col 23}2002.year 2003.year 2004.year 2005.year 2006.year
{col 23}2007.year 2008.year 2009.year 2010.year 2011.year
{col 23}2012.year 2013.year 2014.year 70.ccode 90.ccode 91.ccode
{col 23}92.ccode 93.ccode 95.ccode 130.ccode 135.ccode 140.ccode
{col 23}145.ccode 150.ccode 155.ccode 160.ccode 165.ccode
{col 23}310.ccode 339.ccode 346.ccode 360.ccode 365.ccode
{col 23}370.ccode 372.ccode 373.ccode 402.ccode 404.ccode
{col 23}411.ccode 420.ccode 432.ccode 433.ccode 434.ccode
{col 23}435.ccode 436.ccode 437.ccode 438.ccode 439.ccode
{col 23}450.ccode 451.ccode 452.ccode 461.ccode 471.ccode
{col 23}475.ccode 481.ccode 482.ccode 483.ccode 484.ccode
{col 23}490.ccode 500.ccode 501.ccode 510.ccode 516.ccode
{col 23}517.ccode 522.ccode 530.ccode 540.ccode 541.ccode
{col 23}551.ccode 552.ccode 553.ccode 560.ccode 565.ccode
{col 23}570.ccode 571.ccode 572.ccode 580.ccode 581.ccode
{col 23}600.ccode 615.ccode 616.ccode 620.ccode 625.ccode
{col 23}630.ccode 645.ccode 651.ccode 652.ccode 660.ccode
{col 23}663.ccode 670.ccode 679.ccode 690.ccode 694.ccode
{col 23}698.ccode 700.ccode 701.ccode 702.ccode 703.ccode
{col 23}704.ccode 705.ccode 710.ccode 732.ccode 760.ccode
{col 23}770.ccode 771.ccode 775.ccode 780.ccode 790.ccode
{col 23}800.ccode 811.ccode 812.ccode 816.ccode 820.ccode
{col 23}840.ccode 850.ccode
Excluded instruments:{col 23}L4.imf_maxlog_liquidity_1
{hline 78}

{com}. est store lag4
{txt}
{com}. ivreg2 theta_mean l.theta_mean l5.imf_movingavg1 (l5.imfprogram_uu= l5.imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}19{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2305
{txt}{col 55}F(142,  2162) = {res} 1435.34
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2495.598087{txt}{col 55}Centered R2   = {res}  0.9599
{txt}Total (uncentered) SS   = {res} 3919.913791{txt}{col 55}Uncentered R2 = {res}  0.9745
{txt}Residual SS             = {res} 100.1280636{txt}{col 55}Root MSE      = {res}   .2084

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}
{space 13}L5. {c |}{col 18}{res}{space 2}-.2823772{col 30}{space 2} .0983816{col 41}{space 1}   -2.87{col 50}{space 3}0.004{col 58}{space 4}-.4752015{col 71}{space 3}-.0895529
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8689033{col 30}{space 2} .0179471{col 41}{space 1}   48.41{col 50}{space 3}0.000{col 58}{space 4} .8337277{col 71}{space 3} .9040789
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}
{space 13}L5. {c |}{col 18}{res}{space 2} .2715469{col 30}{space 2} .1334051{col 41}{space 1}    2.04{col 50}{space 3}0.042{col 58}{space 4} .0100776{col 71}{space 3} .5330161
{txt}{space 16} {c |}
{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0137978{col 30}{space 2} .0227614{col 41}{space 1}    0.61{col 50}{space 3}0.544{col 58}{space 4}-.0308139{col 71}{space 3} .0584094
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .5564498{col 30}{space 2} .1199016{col 41}{space 1}    4.64{col 50}{space 3}0.000{col 58}{space 4}  .321447{col 71}{space 3} .7914526
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0107473{col 30}{space 2}   .01261{col 41}{space 1}   -0.85{col 50}{space 3}0.394{col 58}{space 4}-.0354624{col 71}{space 3} .0139678
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0308425{col 30}{space 2} .0042196{col 41}{space 1}   -7.31{col 50}{space 3}0.000{col 58}{space 4}-.0391129{col 71}{space 3}-.0225722
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1980  {c |}{col 18}{res}{space 2} .0393994{col 30}{space 2} .0405656{col 41}{space 1}    0.97{col 50}{space 3}0.331{col 58}{space 4}-.0401076{col 71}{space 3} .1189064
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0102077{col 30}{space 2} .0302169{col 41}{space 1}    0.34{col 50}{space 3}0.736{col 58}{space 4}-.0490162{col 71}{space 3} .0694317
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0359244{col 30}{space 2} .0323302{col 41}{space 1}    1.11{col 50}{space 3}0.266{col 58}{space 4}-.0274416{col 71}{space 3} .0992905
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0056312{col 30}{space 2} .0331112{col 41}{space 1}    0.17{col 50}{space 3}0.865{col 58}{space 4}-.0592656{col 71}{space 3}  .070528
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0315982{col 30}{space 2} .0305257{col 41}{space 1}    1.04{col 50}{space 3}0.301{col 58}{space 4} -.028231{col 71}{space 3} .0914274
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0676794{col 30}{space 2} .0328437{col 41}{space 1}    2.06{col 50}{space 3}0.039{col 58}{space 4} .0033069{col 71}{space 3} .1320519
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .0913531{col 30}{space 2} .0332964{col 41}{space 1}    2.74{col 50}{space 3}0.006{col 58}{space 4} .0260933{col 71}{space 3} .1566129
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0770568{col 30}{space 2} .0316171{col 41}{space 1}    2.44{col 50}{space 3}0.015{col 58}{space 4} .0150884{col 71}{space 3} .1390251
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .0436567{col 30}{space 2} .0375548{col 41}{space 1}    1.16{col 50}{space 3}0.245{col 58}{space 4}-.0299492{col 71}{space 3} .1172627
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0314272{col 30}{space 2} .0357455{col 41}{space 1}    0.88{col 50}{space 3}0.379{col 58}{space 4}-.0386326{col 71}{space 3}  .101487
{txt}{space 11}1990  {c |}{col 18}{res}{space 2}-.0743268{col 30}{space 2} .0627994{col 41}{space 1}   -1.18{col 50}{space 3}0.237{col 58}{space 4}-.1974115{col 71}{space 3} .0487578
{txt}{space 11}1991  {c |}{col 18}{res}{space 2} .0011875{col 30}{space 2} .0413729{col 41}{space 1}    0.03{col 50}{space 3}0.977{col 58}{space 4}-.0799018{col 71}{space 3} .0822769
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0721262{col 30}{space 2} .0393173{col 41}{space 1}    1.83{col 50}{space 3}0.067{col 58}{space 4}-.0049343{col 71}{space 3} .1491867
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0513069{col 30}{space 2} .0409298{col 41}{space 1}    1.25{col 50}{space 3}0.210{col 58}{space 4} -.028914{col 71}{space 3} .1315277
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0351664{col 30}{space 2} .0386557{col 41}{space 1}    0.91{col 50}{space 3}0.363{col 58}{space 4}-.0405975{col 71}{space 3} .1109302
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0931396{col 30}{space 2} .0420719{col 41}{space 1}    2.21{col 50}{space 3}0.027{col 58}{space 4} .0106802{col 71}{space 3} .1755989
{txt}{space 11}1996  {c |}{col 18}{res}{space 2} .0644175{col 30}{space 2} .0353214{col 41}{space 1}    1.82{col 50}{space 3}0.068{col 58}{space 4}-.0048111{col 71}{space 3} .1336462
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0141433{col 30}{space 2} .0318028{col 41}{space 1}    0.44{col 50}{space 3}0.657{col 58}{space 4}-.0481892{col 71}{space 3} .0764757
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0053308{col 30}{space 2} .0350298{col 41}{space 1}    0.15{col 50}{space 3}0.879{col 58}{space 4}-.0633263{col 71}{space 3}  .073988
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .0520639{col 30}{space 2} .0324903{col 41}{space 1}    1.60{col 50}{space 3}0.109{col 58}{space 4} -.011616{col 71}{space 3} .1157438
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .0667071{col 30}{space 2}  .035948{col 41}{space 1}    1.86{col 50}{space 3}0.064{col 58}{space 4}-.0037496{col 71}{space 3} .1371638
{txt}{space 11}2001  {c |}{col 18}{res}{space 2} .0914138{col 30}{space 2} .0338802{col 41}{space 1}    2.70{col 50}{space 3}0.007{col 58}{space 4}   .02501{col 71}{space 3} .1578177
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .0790006{col 30}{space 2} .0347695{col 41}{space 1}    2.27{col 50}{space 3}0.023{col 58}{space 4} .0108537{col 71}{space 3} .1471476
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .0557639{col 30}{space 2} .0330274{col 41}{space 1}    1.69{col 50}{space 3}0.091{col 58}{space 4}-.0089686{col 71}{space 3} .1204963
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .0789867{col 30}{space 2} .0474101{col 41}{space 1}    1.67{col 50}{space 3}0.096{col 58}{space 4}-.0139354{col 71}{space 3} .1719088
{txt}{space 11}2005  {c |}{col 18}{res}{space 2}-.0030595{col 30}{space 2} .0374069{col 41}{space 1}   -0.08{col 50}{space 3}0.935{col 58}{space 4}-.0763757{col 71}{space 3} .0702568
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} .0347964{col 30}{space 2} .0319068{col 41}{space 1}    1.09{col 50}{space 3}0.275{col 58}{space 4}-.0277399{col 71}{space 3} .0973326
{txt}{space 11}2007  {c |}{col 18}{res}{space 2} .0319638{col 30}{space 2} .0348993{col 41}{space 1}    0.92{col 50}{space 3}0.360{col 58}{space 4}-.0364376{col 71}{space 3} .1003651
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .0461152{col 30}{space 2} .0358729{col 41}{space 1}    1.29{col 50}{space 3}0.199{col 58}{space 4}-.0241943{col 71}{space 3} .1164247
{txt}{space 11}2009  {c |}{col 18}{res}{space 2} .0288475{col 30}{space 2} .0339061{col 41}{space 1}    0.85{col 50}{space 3}0.395{col 58}{space 4}-.0376071{col 71}{space 3} .0953022
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .0021781{col 30}{space 2} .0372249{col 41}{space 1}    0.06{col 50}{space 3}0.953{col 58}{space 4}-.0707814{col 71}{space 3} .0751375
{txt}{space 11}2011  {c |}{col 18}{res}{space 2}-.0641061{col 30}{space 2} .0475378{col 41}{space 1}   -1.35{col 50}{space 3}0.177{col 58}{space 4}-.1572784{col 71}{space 3} .0290662
{txt}{space 11}2012  {c |}{col 18}{res}{space 2}-.0104421{col 30}{space 2}  .035499{col 41}{space 1}   -0.29{col 50}{space 3}0.769{col 58}{space 4}-.0800188{col 71}{space 3} .0591346
{txt}{space 11}2013  {c |}{col 18}{res}{space 2}-.0175175{col 30}{space 2}  .038901{col 41}{space 1}   -0.45{col 50}{space 3}0.652{col 58}{space 4}-.0937621{col 71}{space 3}  .058727
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0108144{col 30}{space 2} .0339018{col 41}{space 1}    0.32{col 50}{space 3}0.750{col 58}{space 4}-.0556319{col 71}{space 3} .0772607
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{space 11}ccode {c |}
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{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  39.015
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  35.803
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  35.968
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}L5.imfprogram_uu
Included instruments:{col 23}L.theta_mean L5.imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal 1980.year 1981.year 1982.year
{col 23}1983.year 1984.year 1985.year 1986.year 1987.year
{col 23}1988.year 1989.year 1990.year 1991.year 1992.year
{col 23}1993.year 1994.year 1995.year 1996.year 1997.year
{col 23}1998.year 1999.year 2000.year 2001.year 2002.year
{col 23}2003.year 2004.year 2005.year 2006.year 2007.year
{col 23}2008.year 2009.year 2010.year 2011.year 2012.year
{col 23}2013.year 2014.year 70.ccode 90.ccode 91.ccode 92.ccode
{col 23}93.ccode 95.ccode 135.ccode 140.ccode 145.ccode 150.ccode
{col 23}155.ccode 160.ccode 165.ccode 310.ccode 339.ccode
{col 23}346.ccode 360.ccode 365.ccode 370.ccode 372.ccode
{col 23}373.ccode 402.ccode 404.ccode 411.ccode 420.ccode
{col 23}432.ccode 433.ccode 434.ccode 435.ccode 436.ccode
{col 23}437.ccode 438.ccode 439.ccode 450.ccode 451.ccode
{col 23}452.ccode 461.ccode 471.ccode 475.ccode 481.ccode
{col 23}482.ccode 483.ccode 484.ccode 490.ccode 500.ccode
{col 23}501.ccode 510.ccode 516.ccode 517.ccode 522.ccode
{col 23}530.ccode 540.ccode 541.ccode 551.ccode 552.ccode
{col 23}553.ccode 560.ccode 565.ccode 570.ccode 571.ccode
{col 23}572.ccode 580.ccode 581.ccode 600.ccode 615.ccode
{col 23}616.ccode 620.ccode 625.ccode 630.ccode 645.ccode
{col 23}651.ccode 652.ccode 660.ccode 663.ccode 670.ccode
{col 23}679.ccode 690.ccode 694.ccode 698.ccode 700.ccode
{col 23}701.ccode 702.ccode 703.ccode 704.ccode 705.ccode
{col 23}710.ccode 732.ccode 760.ccode 770.ccode 771.ccode
{col 23}775.ccode 780.ccode 790.ccode 800.ccode 811.ccode
{col 23}812.ccode 816.ccode 820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}L5.imf_maxlog_liquidity_1
{hline 78}

{com}. est store lag5
{txt}
{com}. ivreg2 theta_mean l.theta_mean l6.imf_movingavg1 (l6.imfprogram_uu= l6.imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}14{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2201
{txt}{col 55}F(141,  2059) = {res} 1672.99
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2378.089074{txt}{col 55}Centered R2   = {res}  0.9638
{txt}Total (uncentered) SS   = {res} 3704.531707{txt}{col 55}Uncentered R2 = {res}  0.9768
{txt}Residual SS             = {res} 86.00895267{txt}{col 55}Root MSE      = {res}   .1977

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}
{space 13}L6. {c |}{col 18}{res}{space 2}-.1997738{col 30}{space 2} .0809221{col 41}{space 1}   -2.47{col 50}{space 3}0.014{col 58}{space 4}-.3583781{col 71}{space 3}-.0411694
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8626764{col 30}{space 2} .0186032{col 41}{space 1}   46.37{col 50}{space 3}0.000{col 58}{space 4} .8262149{col 71}{space 3} .8991379
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}
{space 13}L6. {c |}{col 18}{res}{space 2} .1830066{col 30}{space 2} .1082733{col 41}{space 1}    1.69{col 50}{space 3}0.091{col 58}{space 4}-.0292053{col 71}{space 3} .3952185
{txt}{space 16} {c |}
{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0183857{col 30}{space 2} .0235009{col 41}{space 1}    0.78{col 50}{space 3}0.434{col 58}{space 4}-.0276753{col 71}{space 3} .0644467
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .5192908{col 30}{space 2}  .130023{col 41}{space 1}    3.99{col 50}{space 3}0.000{col 58}{space 4} .2644503{col 71}{space 3} .7741313
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2} -.013618{col 30}{space 2} .0132097{col 41}{space 1}   -1.03{col 50}{space 3}0.303{col 58}{space 4}-.0395085{col 71}{space 3} .0122725
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0299281{col 30}{space 2}  .004052{col 41}{space 1}   -7.39{col 50}{space 3}0.000{col 58}{space 4}-.0378699{col 71}{space 3}-.0219864
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1981  {c |}{col 18}{res}{space 2}-.0385345{col 30}{space 2}   .03974{col 41}{space 1}   -0.97{col 50}{space 3}0.332{col 58}{space 4}-.1164234{col 71}{space 3} .0393544
{txt}{space 11}1982  {c |}{col 18}{res}{space 2}-.0194194{col 30}{space 2} .0404737{col 41}{space 1}   -0.48{col 50}{space 3}0.631{col 58}{space 4}-.0987464{col 71}{space 3} .0599076
{txt}{space 11}1983  {c |}{col 18}{res}{space 2}-.0248086{col 30}{space 2} .0450612{col 41}{space 1}   -0.55{col 50}{space 3}0.582{col 58}{space 4}-.1131271{col 71}{space 3} .0635098
{txt}{space 11}1984  {c |}{col 18}{res}{space 2}-.0215435{col 30}{space 2} .0399767{col 41}{space 1}   -0.54{col 50}{space 3}0.590{col 58}{space 4}-.0998965{col 71}{space 3} .0568094
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0034323{col 30}{space 2} .0398042{col 41}{space 1}    0.09{col 50}{space 3}0.931{col 58}{space 4}-.0745825{col 71}{space 3}  .081447
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .0418158{col 30}{space 2} .0422094{col 41}{space 1}    0.99{col 50}{space 3}0.322{col 58}{space 4} -.040913{col 71}{space 3} .1245446
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0342757{col 30}{space 2} .0420698{col 41}{space 1}    0.81{col 50}{space 3}0.415{col 58}{space 4}-.0481796{col 71}{space 3}  .116731
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} -.004726{col 30}{space 2} .0452664{col 41}{space 1}   -0.10{col 50}{space 3}0.917{col 58}{space 4}-.0934465{col 71}{space 3} .0839944
{txt}{space 11}1989  {c |}{col 18}{res}{space 2}-.0075679{col 30}{space 2}  .046472{col 41}{space 1}   -0.16{col 50}{space 3}0.871{col 58}{space 4}-.0986514{col 71}{space 3} .0835157
{txt}{space 11}1990  {c |}{col 18}{res}{space 2}-.1174933{col 30}{space 2} .0712651{col 41}{space 1}   -1.65{col 50}{space 3}0.099{col 58}{space 4}-.2571703{col 71}{space 3} .0221836
{txt}{space 11}1991  {c |}{col 18}{res}{space 2}-.0696166{col 30}{space 2} .0501917{col 41}{space 1}   -1.39{col 50}{space 3}0.165{col 58}{space 4}-.1679905{col 71}{space 3} .0287572
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0120849{col 30}{space 2} .0478453{col 41}{space 1}    0.25{col 50}{space 3}0.801{col 58}{space 4}-.0816901{col 71}{space 3} .1058599
{txt}{space 11}1993  {c |}{col 18}{res}{space 2}-.0098232{col 30}{space 2} .0490288{col 41}{space 1}   -0.20{col 50}{space 3}0.841{col 58}{space 4}-.1059179{col 71}{space 3} .0862714
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} -.024919{col 30}{space 2} .0478891{col 41}{space 1}   -0.52{col 50}{space 3}0.603{col 58}{space 4}-.1187799{col 71}{space 3}  .068942
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0521426{col 30}{space 2} .0526247{col 41}{space 1}    0.99{col 50}{space 3}0.322{col 58}{space 4}-.0509999{col 71}{space 3} .1552852
{txt}{space 11}1996  {c |}{col 18}{res}{space 2} .0210118{col 30}{space 2} .0448253{col 41}{space 1}    0.47{col 50}{space 3}0.639{col 58}{space 4}-.0668442{col 71}{space 3} .1088679
{txt}{space 11}1997  {c |}{col 18}{res}{space 2}-.0230876{col 30}{space 2} .0441044{col 41}{space 1}   -0.52{col 50}{space 3}0.601{col 58}{space 4}-.1095306{col 71}{space 3} .0633554
{txt}{space 11}1998  {c |}{col 18}{res}{space 2}-.0294414{col 30}{space 2} .0456989{col 41}{space 1}   -0.64{col 50}{space 3}0.519{col 58}{space 4}-.1190096{col 71}{space 3} .0601268
{txt}{space 11}1999  {c |}{col 18}{res}{space 2}-.0042841{col 30}{space 2} .0441337{col 41}{space 1}   -0.10{col 50}{space 3}0.923{col 58}{space 4}-.0907846{col 71}{space 3} .0822164
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .0044409{col 30}{space 2} .0449908{col 41}{space 1}    0.10{col 50}{space 3}0.921{col 58}{space 4}-.0837393{col 71}{space 3} .0926212
{txt}{space 11}2001  {c |}{col 18}{res}{space 2}  .034313{col 30}{space 2} .0429894{col 41}{space 1}    0.80{col 50}{space 3}0.425{col 58}{space 4}-.0499446{col 71}{space 3} .1185706
{txt}{space 11}2002  {c |}{col 18}{res}{space 2}  .047109{col 30}{space 2}  .045642{col 41}{space 1}    1.03{col 50}{space 3}0.302{col 58}{space 4}-.0423476{col 71}{space 3} .1365655
{txt}{space 11}2003  {c |}{col 18}{res}{space 2}  .011624{col 30}{space 2} .0420368{col 41}{space 1}    0.28{col 50}{space 3}0.782{col 58}{space 4}-.0707666{col 71}{space 3} .0940145
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .0483101{col 30}{space 2} .0559115{col 41}{space 1}    0.86{col 50}{space 3}0.388{col 58}{space 4}-.0612743{col 71}{space 3} .1578946
{txt}{space 11}2005  {c |}{col 18}{res}{space 2}-.0224533{col 30}{space 2} .0438434{col 41}{space 1}   -0.51{col 50}{space 3}0.609{col 58}{space 4}-.1083848{col 71}{space 3} .0634783
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} -.023718{col 30}{space 2} .0424044{col 41}{space 1}   -0.56{col 50}{space 3}0.576{col 58}{space 4}-.1068291{col 71}{space 3} .0593931
{txt}{space 11}2007  {c |}{col 18}{res}{space 2}-.0164424{col 30}{space 2} .0432981{col 41}{space 1}   -0.38{col 50}{space 3}0.704{col 58}{space 4}-.1013051{col 71}{space 3} .0684202
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .0172662{col 30}{space 2} .0433798{col 41}{space 1}    0.40{col 50}{space 3}0.691{col 58}{space 4}-.0677566{col 71}{space 3} .1022891
{txt}{space 11}2009  {c |}{col 18}{res}{space 2}-.0088642{col 30}{space 2} .0417809{col 41}{space 1}   -0.21{col 50}{space 3}0.832{col 58}{space 4}-.0907532{col 71}{space 3} .0730248
{txt}{space 11}2010  {c |}{col 18}{res}{space 2}-.0271151{col 30}{space 2} .0428839{col 41}{space 1}   -0.63{col 50}{space 3}0.527{col 58}{space 4} -.111166{col 71}{space 3} .0569358
{txt}{space 11}2011  {c |}{col 18}{res}{space 2}-.0966491{col 30}{space 2} .0516026{col 41}{space 1}   -1.87{col 50}{space 3}0.061{col 58}{space 4}-.1977885{col 71}{space 3} .0044902
{txt}{space 11}2012  {c |}{col 18}{res}{space 2}-.0421608{col 30}{space 2} .0423323{col 41}{space 1}   -1.00{col 50}{space 3}0.319{col 58}{space 4}-.1251305{col 71}{space 3} .0408089
{txt}{space 11}2013  {c |}{col 18}{res}{space 2}-.0475209{col 30}{space 2} .0439834{col 41}{space 1}   -1.08{col 50}{space 3}0.280{col 58}{space 4}-.1337267{col 71}{space 3} .0386849
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} -.053045{col 30}{space 2} .0422712{col 41}{space 1}   -1.25{col 50}{space 3}0.210{col 58}{space 4}-.1358951{col 71}{space 3} .0298051
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2}-.0985463{col 30}{space 2} .0802007{col 41}{space 1}   -1.23{col 50}{space 3}0.219{col 58}{space 4}-.2557368{col 71}{space 3} .0586442
{txt}{space 13}90  {c |}{col 18}{res}{space 2}-.0762698{col 30}{space 2} .0798522{col 41}{space 1}   -0.96{col 50}{space 3}0.340{col 58}{space 4}-.2327772{col 71}{space 3} .0802376
{txt}{space 13}91  {c |}{col 18}{res}{space 2}-.5044201{col 30}{space 2} .0645828{col 41}{space 1}   -7.81{col 50}{space 3}0.000{col 58}{space 4}-.6310001{col 71}{space 3}-.3778401
{txt}{space 13}92  {c |}{col 18}{res}{space 2}-.2119323{col 30}{space 2}  .108603{col 41}{space 1}   -1.95{col 50}{space 3}0.051{col 58}{space 4}-.4247903{col 71}{space 3} .0009257
{txt}{space 13}93  {c |}{col 18}{res}{space 2} -.160101{col 30}{space 2} .0703192{col 41}{space 1}   -2.28{col 50}{space 3}0.023{col 58}{space 4} -.297924{col 71}{space 3}-.0222779
{txt}{space 13}95  {c |}{col 18}{res}{space 2}-.0943588{col 30}{space 2} .0621183{col 41}{space 1}   -1.52{col 50}{space 3}0.129{col 58}{space 4}-.2161085{col 71}{space 3} .0273908
{txt}{space 12}135  {c |}{col 18}{res}{space 2} .0877302{col 30}{space 2} .0910955{col 41}{space 1}    0.96{col 50}{space 3}0.336{col 58}{space 4}-.0908136{col 71}{space 3}  .266274
{txt}{space 12}140  {c |}{col 18}{res}{space 2} -.193649{col 30}{space 2} .0700649{col 41}{space 1}   -2.76{col 50}{space 3}0.006{col 58}{space 4}-.3309738{col 71}{space 3}-.0563243
{txt}{space 12}145  {c |}{col 18}{res}{space 2}-.2309669{col 30}{space 2} .0587544{col 41}{space 1}   -3.93{col 50}{space 3}0.000{col 58}{space 4}-.3461233{col 71}{space 3}-.1158104
{txt}{space 12}150  {c |}{col 18}{res}{space 2} .0512741{col 30}{space 2} .0744774{col 41}{space 1}    0.69{col 50}{space 3}0.491{col 58}{space 4}-.0946989{col 71}{space 3} .1972471
{txt}{space 12}155  {c |}{col 18}{res}{space 2}-.0502416{col 30}{space 2} .0745411{col 41}{space 1}   -0.67{col 50}{space 3}0.500{col 58}{space 4}-.1963395{col 71}{space 3} .0958564
{txt}{space 12}160  {c |}{col 18}{res}{space 2} .3929219{col 30}{space 2} .1926179{col 41}{space 1}    2.04{col 50}{space 3}0.041{col 58}{space 4} .0153977{col 71}{space 3} .7704461
{txt}{space 12}165  {c |}{col 18}{res}{space 2}-.0130188{col 30}{space 2}  .074363{col 41}{space 1}   -0.18{col 50}{space 3}0.861{col 58}{space 4}-.1587676{col 71}{space 3} .1327301
{txt}{space 12}310  {c |}{col 18}{res}{space 2} .2522712{col 30}{space 2}  .124471{col 41}{space 1}    2.03{col 50}{space 3}0.043{col 58}{space 4} .0083125{col 71}{space 3} .4962299
{txt}{space 12}339  {c |}{col 18}{res}{space 2} .1501706{col 30}{space 2} .0780028{col 41}{space 1}    1.93{col 50}{space 3}0.054{col 58}{space 4} -.002712{col 71}{space 3} .3030533
{txt}{space 12}346  {c |}{col 18}{res}{space 2} .1486501{col 30}{space 2} .0979359{col 41}{space 1}    1.52{col 50}{space 3}0.129{col 58}{space 4}-.0433009{col 71}{space 3}  .340601
{txt}{space 12}360  {c |}{col 18}{res}{space 2}-.0135046{col 30}{space 2} .0830909{col 41}{space 1}   -0.16{col 50}{space 3}0.871{col 58}{space 4}-.1763598{col 71}{space 3} .1493505
{txt}{space 12}365  {c |}{col 18}{res}{space 2}-.2044348{col 30}{space 2}  .074865{col 41}{space 1}   -2.73{col 50}{space 3}0.006{col 58}{space 4}-.3511674{col 71}{space 3}-.0577021
{txt}{space 12}370  {c |}{col 18}{res}{space 2} -.144006{col 30}{space 2} .0876025{col 41}{space 1}   -1.64{col 50}{space 3}0.100{col 58}{space 4}-.3157036{col 71}{space 3} .0276917
{txt}{space 12}372  {c |}{col 18}{res}{space 2}-.0873436{col 30}{space 2} .0889178{col 41}{space 1}   -0.98{col 50}{space 3}0.326{col 58}{space 4}-.2616193{col 71}{space 3}  .086932
{txt}{space 12}373  {c |}{col 18}{res}{space 2} .1463758{col 30}{space 2} .0793941{col 41}{space 1}    1.84{col 50}{space 3}0.065{col 58}{space 4}-.0092337{col 71}{space 3} .3019853
{txt}{space 12}402  {c |}{col 18}{res}{space 2} .0326328{col 30}{space 2}  .086286{col 41}{space 1}    0.38{col 50}{space 3}0.705{col 58}{space 4}-.1364846{col 71}{space 3} .2017503
{txt}{space 12}404  {c |}{col 18}{res}{space 2}  .081656{col 30}{space 2} .0907549{col 41}{space 1}    0.90{col 50}{space 3}0.368{col 58}{space 4}-.0962203{col 71}{space 3} .2595323
{txt}{space 12}411  {c |}{col 18}{res}{space 2} .1197924{col 30}{space 2} .0941923{col 41}{space 1}    1.27{col 50}{space 3}0.203{col 58}{space 4}-.0648211{col 71}{space 3} .3044058
{txt}{space 12}420  {c |}{col 18}{res}{space 2}-.0462283{col 30}{space 2} .0723496{col 41}{space 1}   -0.64{col 50}{space 3}0.523{col 58}{space 4} -.188031{col 71}{space 3} .0955743
{txt}{space 12}432  {c |}{col 18}{res}{space 2}-.1253395{col 30}{space 2} .0868921{col 41}{space 1}   -1.44{col 50}{space 3}0.149{col 58}{space 4}-.2956449{col 71}{space 3} .0449659
{txt}{space 12}433  {c |}{col 18}{res}{space 2} -.195296{col 30}{space 2} .0884344{col 41}{space 1}   -2.21{col 50}{space 3}0.027{col 58}{space 4}-.3686243{col 71}{space 3}-.0219678
{txt}{space 12}434  {c |}{col 18}{res}{space 2} .0979985{col 30}{space 2} .1800549{col 41}{space 1}    0.54{col 50}{space 3}0.586{col 58}{space 4}-.2549027{col 71}{space 3} .4508997
{txt}{space 12}435  {c |}{col 18}{res}{space 2}-.0516328{col 30}{space 2} .0843216{col 41}{space 1}   -0.61{col 50}{space 3}0.540{col 58}{space 4}-.2169002{col 71}{space 3} .1136346
{txt}{space 12}436  {c |}{col 18}{res}{space 2}-.0225627{col 30}{space 2} .0817124{col 41}{space 1}   -0.28{col 50}{space 3}0.782{col 58}{space 4}-.1827161{col 71}{space 3} .1375907
{txt}{space 12}437  {c |}{col 18}{res}{space 2}-.0318268{col 30}{space 2} .0700612{col 41}{space 1}   -0.45{col 50}{space 3}0.650{col 58}{space 4}-.1691442{col 71}{space 3} .1054907
{txt}{space 12}438  {c |}{col 18}{res}{space 2} .1254708{col 30}{space 2} .0830041{col 41}{space 1}    1.51{col 50}{space 3}0.131{col 58}{space 4}-.0372143{col 71}{space 3} .2881559
{txt}{space 12}439  {c |}{col 18}{res}{space 2}-.0427992{col 30}{space 2} .0801569{col 41}{space 1}   -0.53{col 50}{space 3}0.593{col 58}{space 4}-.1999038{col 71}{space 3} .1143054
{txt}{space 12}450  {c |}{col 18}{res}{space 2}-.0791214{col 30}{space 2} .0862872{col 41}{space 1}   -0.92{col 50}{space 3}0.359{col 58}{space 4}-.2482411{col 71}{space 3} .0899984
{txt}{space 12}451  {c |}{col 18}{res}{space 2} .0500479{col 30}{space 2} .0930608{col 41}{space 1}    0.54{col 50}{space 3}0.591{col 58}{space 4}-.1323479{col 71}{space 3} .2324438
{txt}{space 12}452  {c |}{col 18}{res}{space 2} .2057628{col 30}{space 2} .0925091{col 41}{space 1}    2.22{col 50}{space 3}0.026{col 58}{space 4} .0244483{col 71}{space 3} .3870773
{txt}{space 12}461  {c |}{col 18}{res}{space 2} .0125626{col 30}{space 2} .0707888{col 41}{space 1}    0.18{col 50}{space 3}0.859{col 58}{space 4}-.1261809{col 71}{space 3}  .151306
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{txt}{space 12}517  {c |}{col 18}{res}{space 2}-.1242698{col 30}{space 2} .1080567{col 41}{space 1}   -1.15{col 50}{space 3}0.250{col 58}{space 4}-.3360571{col 71}{space 3} .0875174
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{txt}{space 12}551  {c |}{col 18}{res}{space 2}-.0979298{col 30}{space 2} .0740212{col 41}{space 1}   -1.32{col 50}{space 3}0.186{col 58}{space 4}-.2430087{col 71}{space 3} .0471491
{txt}{space 12}552  {c |}{col 18}{res}{space 2}-.0669861{col 30}{space 2} .0631986{col 41}{space 1}   -1.06{col 50}{space 3}0.289{col 58}{space 4}-.1908531{col 71}{space 3} .0568809
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{txt}{space 12}580  {c |}{col 18}{res}{space 2} .0872934{col 30}{space 2} .0839208{col 41}{space 1}    1.04{col 50}{space 3}0.298{col 58}{space 4}-.0771883{col 71}{space 3}  .251775
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{txt}{space 12}625  {c |}{col 18}{res}{space 2}-.1012184{col 30}{space 2} .0627972{col 41}{space 1}   -1.61{col 50}{space 3}0.107{col 58}{space 4}-.2242987{col 71}{space 3}  .021862
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{txt}{space 12}679  {c |}{col 18}{res}{space 2} -.058495{col 30}{space 2} .0722235{col 41}{space 1}   -0.81{col 50}{space 3}0.418{col 58}{space 4}-.2000505{col 71}{space 3} .0830604
{txt}{space 12}690  {c |}{col 18}{res}{space 2}-.1829052{col 30}{space 2}  .120056{col 41}{space 1}   -1.52{col 50}{space 3}0.128{col 58}{space 4}-.4182107{col 71}{space 3} .0524003
{txt}{space 12}694  {c |}{col 18}{res}{space 2} .0521385{col 30}{space 2} .1043978{col 41}{space 1}    0.50{col 50}{space 3}0.617{col 58}{space 4}-.1524775{col 71}{space 3} .2567545
{txt}{space 12}698  {c |}{col 18}{res}{space 2}-.0119402{col 30}{space 2} .0940206{col 41}{space 1}   -0.13{col 50}{space 3}0.899{col 58}{space 4}-.1962172{col 71}{space 3} .1723368
{txt}{space 12}700  {c |}{col 18}{res}{space 2}-.0431746{col 30}{space 2} .0652334{col 41}{space 1}   -0.66{col 50}{space 3}0.508{col 58}{space 4}-.1710298{col 71}{space 3} .0846806
{txt}{space 12}701  {c |}{col 18}{res}{space 2} .1389502{col 30}{space 2} .0905955{col 41}{space 1}    1.53{col 50}{space 3}0.125{col 58}{space 4}-.0386137{col 71}{space 3}  .316514
{txt}{space 12}702  {c |}{col 18}{res}{space 2} .1241051{col 30}{space 2} .0746052{col 41}{space 1}    1.66{col 50}{space 3}0.096{col 58}{space 4}-.0221184{col 71}{space 3} .2703285
{txt}{space 12}703  {c |}{col 18}{res}{space 2}-.1482628{col 30}{space 2} .0820439{col 41}{space 1}   -1.81{col 50}{space 3}0.071{col 58}{space 4}-.3090659{col 71}{space 3} .0125403
{txt}{space 12}704  {c |}{col 18}{res}{space 2} .0045815{col 30}{space 2} .0690894{col 41}{space 1}    0.07{col 50}{space 3}0.947{col 58}{space 4}-.1308312{col 71}{space 3} .1399942
{txt}{space 12}705  {c |}{col 18}{res}{space 2}-.2329198{col 30}{space 2} .0841491{col 41}{space 1}   -2.77{col 50}{space 3}0.006{col 58}{space 4} -.397849{col 71}{space 3}-.0679906
{txt}{space 12}710  {c |}{col 18}{res}{space 2}-.1346532{col 30}{space 2} .0797572{col 41}{space 1}   -1.69{col 50}{space 3}0.091{col 58}{space 4}-.2909744{col 71}{space 3}  .021668
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{txt}{space 12}760  {c |}{col 18}{res}{space 2}  .130649{col 30}{space 2} .1378773{col 41}{space 1}    0.95{col 50}{space 3}0.343{col 58}{space 4}-.1395855{col 71}{space 3} .4008835
{txt}{space 12}770  {c |}{col 18}{res}{space 2} .0293248{col 30}{space 2} .0615668{col 41}{space 1}    0.48{col 50}{space 3}0.634{col 58}{space 4}-.0913439{col 71}{space 3} .1499935
{txt}{space 12}771  {c |}{col 18}{res}{space 2}-.0637902{col 30}{space 2} .0771046{col 41}{space 1}   -0.83{col 50}{space 3}0.408{col 58}{space 4}-.2149126{col 71}{space 3} .0873321
{txt}{space 12}775  {c |}{col 18}{res}{space 2}-.0404711{col 30}{space 2}  .057875{col 41}{space 1}   -0.70{col 50}{space 3}0.484{col 58}{space 4} -.153904{col 71}{space 3} .0729618
{txt}{space 12}780  {c |}{col 18}{res}{space 2}-.2498397{col 30}{space 2} .1430229{col 41}{space 1}   -1.75{col 50}{space 3}0.081{col 58}{space 4}-.5301595{col 71}{space 3} .0304801
{txt}{space 12}790  {c |}{col 18}{res}{space 2} .0064261{col 30}{space 2} .0844408{col 41}{space 1}    0.08{col 50}{space 3}0.939{col 58}{space 4}-.1590748{col 71}{space 3} .1719271
{txt}{space 12}800  {c |}{col 18}{res}{space 2}-.1351248{col 30}{space 2} .0999312{col 41}{space 1}   -1.35{col 50}{space 3}0.176{col 58}{space 4}-.3309865{col 71}{space 3} .0607368
{txt}{space 12}811  {c |}{col 18}{res}{space 2} .0951077{col 30}{space 2}  .076498{col 41}{space 1}    1.24{col 50}{space 3}0.214{col 58}{space 4}-.0548256{col 71}{space 3}  .245041
{txt}{space 12}812  {c |}{col 18}{res}{space 2} .2492461{col 30}{space 2} .0857028{col 41}{space 1}    2.91{col 50}{space 3}0.004{col 58}{space 4} .0812718{col 71}{space 3} .4172204
{txt}{space 12}816  {c |}{col 18}{res}{space 2} .1289878{col 30}{space 2} .0775261{col 41}{space 1}    1.66{col 50}{space 3}0.096{col 58}{space 4}-.0229605{col 71}{space 3} .2809362
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0461095{col 30}{space 2} .0845723{col 41}{space 1}   -0.55{col 50}{space 3}0.586{col 58}{space 4}-.2118682{col 71}{space 3} .1196492
{txt}{space 12}840  {c |}{col 18}{res}{space 2}  .060525{col 30}{space 2}  .067256{col 41}{space 1}    0.90{col 50}{space 3}0.368{col 58}{space 4}-.0712944{col 71}{space 3} .1923444
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.1206544{col 30}{space 2} .0707661{col 41}{space 1}   -1.70{col 50}{space 3}0.088{col 58}{space 4}-.2593533{col 71}{space 3} .0180445
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.3640847{col 30}{space 2} .2002815{col 41}{space 1}   -1.82{col 50}{space 3}0.069{col 58}{space 4}-.7566293{col 71}{space 3} .0284598
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  41.333
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  46.724
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  39.622
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}L6.imfprogram_uu
Included instruments:{col 23}L.theta_mean L6.imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal 1981.year 1982.year 1983.year
{col 23}1984.year 1985.year 1986.year 1987.year 1988.year
{col 23}1989.year 1990.year 1991.year 1992.year 1993.year
{col 23}1994.year 1995.year 1996.year 1997.year 1998.year
{col 23}1999.year 2000.year 2001.year 2002.year 2003.year
{col 23}2004.year 2005.year 2006.year 2007.year 2008.year
{col 23}2009.year 2010.year 2011.year 2012.year 2013.year
{col 23}2014.year 70.ccode 90.ccode 91.ccode 92.ccode 93.ccode
{col 23}95.ccode 135.ccode 140.ccode 145.ccode 150.ccode 155.ccode
{col 23}160.ccode 165.ccode 310.ccode 339.ccode 346.ccode
{col 23}360.ccode 365.ccode 370.ccode 372.ccode 373.ccode
{col 23}402.ccode 404.ccode 411.ccode 420.ccode 432.ccode
{col 23}433.ccode 434.ccode 435.ccode 436.ccode 437.ccode
{col 23}438.ccode 439.ccode 450.ccode 451.ccode 452.ccode
{col 23}461.ccode 471.ccode 475.ccode 481.ccode 482.ccode
{col 23}483.ccode 484.ccode 490.ccode 500.ccode 501.ccode
{col 23}510.ccode 516.ccode 517.ccode 522.ccode 530.ccode
{col 23}540.ccode 541.ccode 551.ccode 552.ccode 553.ccode
{col 23}560.ccode 565.ccode 570.ccode 571.ccode 572.ccode
{col 23}580.ccode 581.ccode 600.ccode 615.ccode 616.ccode
{col 23}620.ccode 625.ccode 630.ccode 645.ccode 651.ccode
{col 23}652.ccode 660.ccode 663.ccode 670.ccode 679.ccode
{col 23}690.ccode 694.ccode 698.ccode 700.ccode 701.ccode
{col 23}702.ccode 703.ccode 704.ccode 705.ccode 710.ccode
{col 23}732.ccode 760.ccode 770.ccode 771.ccode 775.ccode
{col 23}780.ccode 790.ccode 800.ccode 811.ccode 812.ccode
{col 23}816.ccode 820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}L6.imf_maxlog_liquidity_1
{hline 78}

{com}. est store lag6
{txt}
{com}. ivreg2 theta_mean l.theta_mean l7.imf_movingavg1 (l7.imfprogram_uu= l7.imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}16{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2107
{txt}{col 55}F(140,  1966) = {res} 2115.70
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2277.418449{txt}{col 55}Centered R2   = {res}  0.9688
{txt}Total (uncentered) SS   = {res} 3518.853717{txt}{col 55}Uncentered R2 = {res}  0.9798
{txt}Residual SS             = {res} 71.01648621{txt}{col 55}Root MSE      = {res}   .1836

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}
{space 13}L7. {c |}{col 18}{res}{space 2}-.1055391{col 30}{space 2} .0762963{col 41}{space 1}   -1.38{col 50}{space 3}0.167{col 58}{space 4}-.2550771{col 71}{space 3} .0439989
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8685255{col 30}{space 2} .0166814{col 41}{space 1}   52.07{col 50}{space 3}0.000{col 58}{space 4} .8358305{col 71}{space 3} .9012205
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}
{space 13}L7. {c |}{col 18}{res}{space 2} .0975843{col 30}{space 2} .1040308{col 41}{space 1}    0.94{col 50}{space 3}0.348{col 58}{space 4}-.1063123{col 71}{space 3} .3014808
{txt}{space 16} {c |}
{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0296976{col 30}{space 2} .0229892{col 41}{space 1}    1.29{col 50}{space 3}0.196{col 58}{space 4}-.0153604{col 71}{space 3} .0747557
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .4843327{col 30}{space 2} .1302924{col 41}{space 1}    3.72{col 50}{space 3}0.000{col 58}{space 4} .2289642{col 71}{space 3} .7397012
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0135621{col 30}{space 2} .0131074{col 41}{space 1}   -1.03{col 50}{space 3}0.301{col 58}{space 4}-.0392522{col 71}{space 3}  .012128
{txt}{space 9}actotal {c |}{col 18}{res}{space 2} -.028476{col 30}{space 2} .0041299{col 41}{space 1}   -6.90{col 50}{space 3}0.000{col 58}{space 4}-.0365705{col 71}{space 3}-.0203815
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1982  {c |}{col 18}{res}{space 2} .0149808{col 30}{space 2} .0249624{col 41}{space 1}    0.60{col 50}{space 3}0.548{col 58}{space 4}-.0339446{col 71}{space 3} .0639062
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0231527{col 30}{space 2} .0264196{col 41}{space 1}    0.88{col 50}{space 3}0.381{col 58}{space 4}-.0286287{col 71}{space 3} .0749341
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{txt}{space 11}1985  {c |}{col 18}{res}{space 2}  .034217{col 30}{space 2} .0244805{col 41}{space 1}    1.40{col 50}{space 3}0.162{col 58}{space 4} -.013764{col 71}{space 3}  .082198
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{txt}{space 12}651  {c |}{col 18}{res}{space 2}-.2625749{col 30}{space 2} .0760862{col 41}{space 1}   -3.45{col 50}{space 3}0.001{col 58}{space 4}-.4117012{col 71}{space 3}-.1134486
{txt}{space 12}652  {c |}{col 18}{res}{space 2}-.0354627{col 30}{space 2} .0897851{col 41}{space 1}   -0.39{col 50}{space 3}0.693{col 58}{space 4}-.2114382{col 71}{space 3} .1405129
{txt}{space 12}660  {c |}{col 18}{res}{space 2}-.0725392{col 30}{space 2} .0821361{col 41}{space 1}   -0.88{col 50}{space 3}0.377{col 58}{space 4} -.233523{col 71}{space 3} .0884447
{txt}{space 12}663  {c |}{col 18}{res}{space 2}-.1326686{col 30}{space 2}  .082609{col 41}{space 1}   -1.61{col 50}{space 3}0.108{col 58}{space 4}-.2945792{col 71}{space 3}  .029242
{txt}{space 12}670  {c |}{col 18}{res}{space 2}-.0130563{col 30}{space 2} .0906005{col 41}{space 1}   -0.14{col 50}{space 3}0.885{col 58}{space 4}-.1906301{col 71}{space 3} .1645175
{txt}{space 12}679  {c |}{col 18}{res}{space 2}-.0853125{col 30}{space 2} .0753499{col 41}{space 1}   -1.13{col 50}{space 3}0.258{col 58}{space 4}-.2329955{col 71}{space 3} .0623705
{txt}{space 12}690  {c |}{col 18}{res}{space 2}-.2149435{col 30}{space 2} .1205661{col 41}{space 1}   -1.78{col 50}{space 3}0.075{col 58}{space 4}-.4512487{col 71}{space 3} .0213618
{txt}{space 12}694  {c |}{col 18}{res}{space 2} .0079966{col 30}{space 2} .1015577{col 41}{space 1}    0.08{col 50}{space 3}0.937{col 58}{space 4}-.1910528{col 71}{space 3}  .207046
{txt}{space 12}698  {c |}{col 18}{res}{space 2}-.0379284{col 30}{space 2} .0947985{col 41}{space 1}   -0.40{col 50}{space 3}0.689{col 58}{space 4}-.2237301{col 71}{space 3} .1478733
{txt}{space 12}700  {c |}{col 18}{res}{space 2}-.0350486{col 30}{space 2} .0678156{col 41}{space 1}   -0.52{col 50}{space 3}0.605{col 58}{space 4}-.1679648{col 71}{space 3} .0978676
{txt}{space 12}701  {c |}{col 18}{res}{space 2} .1016556{col 30}{space 2} .0922617{col 41}{space 1}    1.10{col 50}{space 3}0.271{col 58}{space 4} -.079174{col 71}{space 3} .2824851
{txt}{space 12}702  {c |}{col 18}{res}{space 2} .0820671{col 30}{space 2} .0817845{col 41}{space 1}    1.00{col 50}{space 3}0.316{col 58}{space 4}-.0782274{col 71}{space 3} .2423617
{txt}{space 12}703  {c |}{col 18}{res}{space 2}-.1787226{col 30}{space 2} .0897201{col 41}{space 1}   -1.99{col 50}{space 3}0.046{col 58}{space 4}-.3545707{col 71}{space 3}-.0028745
{txt}{space 12}704  {c |}{col 18}{res}{space 2}-.0209293{col 30}{space 2} .0742305{col 41}{space 1}   -0.28{col 50}{space 3}0.778{col 58}{space 4}-.1664185{col 71}{space 3} .1245599
{txt}{space 12}705  {c |}{col 18}{res}{space 2}-.2464801{col 30}{space 2} .0854058{col 41}{space 1}   -2.89{col 50}{space 3}0.004{col 58}{space 4}-.4138724{col 71}{space 3}-.0790877
{txt}{space 12}710  {c |}{col 18}{res}{space 2}-.1522183{col 30}{space 2}  .082617{col 41}{space 1}   -1.84{col 50}{space 3}0.065{col 58}{space 4}-.3141446{col 71}{space 3}  .009708
{txt}{space 12}732  {c |}{col 18}{res}{space 2}-.2765669{col 30}{space 2} .0848788{col 41}{space 1}   -3.26{col 50}{space 3}0.001{col 58}{space 4}-.4429262{col 71}{space 3}-.1102076
{txt}{space 12}760  {c |}{col 18}{res}{space 2} .1845579{col 30}{space 2} .1342915{col 41}{space 1}    1.37{col 50}{space 3}0.169{col 58}{space 4}-.0786487{col 71}{space 3} .4477645
{txt}{space 12}770  {c |}{col 18}{res}{space 2} .0016495{col 30}{space 2} .0654054{col 41}{space 1}    0.03{col 50}{space 3}0.980{col 58}{space 4}-.1265428{col 71}{space 3} .1298417
{txt}{space 12}771  {c |}{col 18}{res}{space 2} -.078083{col 30}{space 2}  .079518{col 41}{space 1}   -0.98{col 50}{space 3}0.326{col 58}{space 4}-.2339354{col 71}{space 3} .0777694
{txt}{space 12}775  {c |}{col 18}{res}{space 2}-.0346161{col 30}{space 2} .0619237{col 41}{space 1}   -0.56{col 50}{space 3}0.576{col 58}{space 4}-.1559844{col 71}{space 3} .0867522
{txt}{space 12}780  {c |}{col 18}{res}{space 2}-.1206329{col 30}{space 2} .0839671{col 41}{space 1}   -1.44{col 50}{space 3}0.151{col 58}{space 4}-.2852054{col 71}{space 3} .0439396
{txt}{space 12}790  {c |}{col 18}{res}{space 2} -.006201{col 30}{space 2} .0849233{col 41}{space 1}   -0.07{col 50}{space 3}0.942{col 58}{space 4}-.1726478{col 71}{space 3} .1602457
{txt}{space 12}800  {c |}{col 18}{res}{space 2}-.0222938{col 30}{space 2} .0743401{col 41}{space 1}   -0.30{col 50}{space 3}0.764{col 58}{space 4}-.1679977{col 71}{space 3} .1234101
{txt}{space 12}811  {c |}{col 18}{res}{space 2}  .048302{col 30}{space 2} .0804608{col 41}{space 1}    0.60{col 50}{space 3}0.548{col 58}{space 4}-.1093982{col 71}{space 3} .2060023
{txt}{space 12}812  {c |}{col 18}{res}{space 2} .2146829{col 30}{space 2} .0919513{col 41}{space 1}    2.33{col 50}{space 3}0.020{col 58}{space 4} .0344617{col 71}{space 3} .3949042
{txt}{space 12}816  {c |}{col 18}{res}{space 2}  .100235{col 30}{space 2} .0848056{col 41}{space 1}    1.18{col 50}{space 3}0.237{col 58}{space 4} -.065981{col 71}{space 3}  .266451
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0707653{col 30}{space 2}  .086992{col 41}{space 1}   -0.81{col 50}{space 3}0.416{col 58}{space 4}-.2412665{col 71}{space 3} .0997359
{txt}{space 12}840  {c |}{col 18}{res}{space 2} .0273891{col 30}{space 2} .0718997{col 41}{space 1}    0.38{col 50}{space 3}0.703{col 58}{space 4}-.1135317{col 71}{space 3} .1683099
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.1011175{col 30}{space 2}  .073661{col 41}{space 1}   -1.37{col 50}{space 3}0.170{col 58}{space 4}-.2454905{col 71}{space 3} .0432554
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2} -.461089{col 30}{space 2} .1984686{col 41}{space 1}   -2.32{col 50}{space 3}0.020{col 58}{space 4}-.8500803{col 71}{space 3}-.0720978
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  44.539
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  42.367
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  38.228
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}L7.imfprogram_uu
Included instruments:{col 23}L.theta_mean L7.imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal 1982.year 1983.year 1984.year
{col 23}1985.year 1986.year 1987.year 1988.year 1989.year
{col 23}1990.year 1991.year 1992.year 1993.year 1994.year
{col 23}1995.year 1996.year 1997.year 1998.year 1999.year
{col 23}2000.year 2001.year 2002.year 2003.year 2004.year
{col 23}2005.year 2006.year 2007.year 2008.year 2009.year
{col 23}2010.year 2011.year 2012.year 2013.year 2014.year 70.ccode
{col 23}90.ccode 91.ccode 92.ccode 93.ccode 95.ccode 135.ccode
{col 23}140.ccode 145.ccode 150.ccode 155.ccode 160.ccode
{col 23}165.ccode 310.ccode 339.ccode 346.ccode 360.ccode
{col 23}365.ccode 370.ccode 372.ccode 373.ccode 402.ccode
{col 23}404.ccode 411.ccode 420.ccode 432.ccode 433.ccode
{col 23}434.ccode 435.ccode 436.ccode 437.ccode 438.ccode
{col 23}439.ccode 450.ccode 451.ccode 452.ccode 461.ccode
{col 23}471.ccode 475.ccode 481.ccode 482.ccode 483.ccode
{col 23}484.ccode 490.ccode 500.ccode 501.ccode 510.ccode
{col 23}516.ccode 517.ccode 522.ccode 530.ccode 540.ccode
{col 23}541.ccode 551.ccode 552.ccode 553.ccode 560.ccode
{col 23}565.ccode 570.ccode 571.ccode 572.ccode 580.ccode
{col 23}581.ccode 600.ccode 615.ccode 616.ccode 620.ccode
{col 23}625.ccode 630.ccode 645.ccode 651.ccode 652.ccode
{col 23}660.ccode 663.ccode 670.ccode 679.ccode 690.ccode
{col 23}694.ccode 698.ccode 700.ccode 701.ccode 702.ccode
{col 23}703.ccode 704.ccode 705.ccode 710.ccode 732.ccode
{col 23}760.ccode 770.ccode 771.ccode 775.ccode 780.ccode
{col 23}790.ccode 800.ccode 811.ccode 812.ccode 816.ccode
{col 23}820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}L7.imf_maxlog_liquidity_1
{hline 78}

{com}. est store lag7
{txt}
{com}. coefplot lag1 lag2 lag3 lag4 lag5 lag6 lag7, keep(imfprogram_uu L2.imfprogram_uu L3.imfprogram_uu L4.imfprogram_uu L5.imfprogram_uu L6.imfprogram_uu L7.imfprogram_uu) coeflabel(imfprogram_uu = "IMF Program Participation (t-1)" L2.imfprogram_uu = "IMF Program Participation (t-2)" L3.imfprogram_uu = "IMF Program Participation (t-3)" L4.imfprogram_uu = "IMF Program Participation (t-4)" L5.imfprogram_uu = "IMF Program Participation (t-5)" L6.imfprogram_uu = "IMF Program Participation (t-6)" L7.imfprogram_uu = "IMF Program Participation (t-7)") xlab(-.6(.1).1) xline(0) xtitle(Coefficient and 95% Confidence Interval) legend(off) ciopts(pstyle(p4)) mcolor(black black black black black black black) msymbol(o o o o o o o) msize(small) mlabposition(1) mlabgap(*0.1) mlabel(cond(@pval<.01, "***",cond(@pval<.05, "**", cond(@pval<.1, "*",  cond(@pval<.15, "", ""))))) note(" * p < .1, ** p < .05, *** p < .01") scheme(s2mono) graphregion(fcolor(white) ilcolor(white) lcolor(white))
{res}{txt}
{com}. 
. *** Table A10 (2SLS results for autocratic sample, with HAC errors) ***
. ivreghdfe theta_mean l.theta_mean (imfprogram_uu= imf_maxlog_liquidity_1) imf_movingavg1 e_migdppcln v2xcl_acjst v2exl_legitideol actotal, absorb (ccode year)rob bw(2)gmm2s ffirst  
{res}{txt}(dropped 1 {browse "http://scorreia.com/research/singletons.pdf":singleton observations})
{res}{txt}Warning: time variable {res}year{txt} has {res}24{txt} gap(s) in relevant range
{res}{txt}({browse "http://scorreia.com/research/hdfe.pdf":MWFE estimator} converged in 6 iterations)
{res}

{txt}Summary results for first-stage regressions
{hline 43}

{col 44}{help ivreg2##swstats:(Underid)}{col 65}{help ivreg2##swstats:(Weak id)}
Variable     |{col 16}{help ivreg2##swstats:F}({res}{col 17}  1{txt},{res}  2705{txt})  P-val{col 37}|{col 39}{help ivreg2##swstats:SW Chi-sq}({res}  1{txt}) P-val{col 60}|{col 62}{help ivreg2##swstats:SW F}({res}{col 67}  1{txt},{res}  2705{txt})
{res}imfprogram_u{col 14}{txt}|{col 18}{res}   43.09{col 28}  0.0000{col 37}{txt}|{col 42}{res}   45.51{col 51}  0.0000{col 60}{txt}|{col 65}{res}   43.09

{txt}NB: first-stage test statistics heteroskedasticity and autocorrelation-robust

Stock-Yogo weak ID F test critical values for single endogenous regressor:
{res}{txt}{col 36}10% maximal IV size{res}{col 67} 16.38
{txt}{col 36}15% maximal IV size{res}{col 67}  8.96
{txt}{col 36}20% maximal IV size{res}{col 67}  6.66
{txt}{col 36}25% maximal IV size{res}{col 67}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for i.i.d. errors only.

{help ivreg2##idtest:Underidentification test}
Ho: matrix of reduced form coefficients has rank=K1-1 (underidentified)
Ha: matrix has rank=K1 (identified)
{res}Kleibergen-Paap rk LM statistic{txt}{col 42}Chi-sq({res}1{txt})={res}46.00  {col 61}{txt}P-val={res}0.0000

{help ivreg2##widtest:Weak identification test}
{txt}Ho: equation is weakly identified
{res}Cragg-Donald Wald F statistic{col 65}   56.65
Kleibergen-Paap Wald rk F statistic{col 65}   43.09

{txt}Stock-Yogo weak ID test critical values for K1=1 and L1=1:
{res}{txt}{col 36}10% maximal IV size{res}{col 67} 16.38
{txt}{col 36}15% maximal IV size{res}{col 67}  8.96
{txt}{col 36}20% maximal IV size{res}{col 67}  6.66
{txt}{col 36}25% maximal IV size{res}{col 67}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.

{help ivreg2##wirobust:Weak-instrument-robust inference}
Tests of joint significance of endogenous regressors B1 in main equation
Ho: B1=0 and orthogonality conditions are valid
{res}Anderson-Rubin Wald test{txt}{col 36}F({res}1{txt},{res}2705{txt})={col 49}{res}   3.79{col 61}{txt}P-val={res}0.0515
Anderson-Rubin Wald test{txt}{col 36}Chi-sq({res}1{txt})={col 49}{res}   4.01{col 61}{txt}P-val={res}0.0453
Stock-Wright LM S statistic{txt}{col 36}Chi-sq({res}1{txt})={col 49}{res}   4.55{col 61}{txt}P-val={res}0.0328

{txt}NB: Underidentification, weak identification and weak-identification-robust
    test statistics heteroskedasticity and autocorrelation-robust

Number of observations               N  = {res}      2857
{txt}Number of regressors                 K  = {res}         7
{txt}Number of endogenous regressors      K1 = {res}         1
{txt}Number of instruments                L  = {res}         7
{txt}Number of excluded instruments       L1 = {res}         1

{txt}2-Step GMM estimation
{hline 21}

Estimates efficient for arbitrary heteroskedasticity and autocorrelation
Statistics robust to heteroskedasticity and autocorrelation
  kernel=Bartlett; bandwidth=2
  time variable (t):  {res}year
{txt}  group variable (i): {res}ccode

{txt}{col 55}Number of obs = {res}    2857
{txt}{col 55}F(  7,  2705) = {res} 1466.18
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 864.6399535{txt}{col 55}Centered R2   = {res}  0.8664
{txt}Total (uncentered) SS   = {res} 864.6399535{txt}{col 55}Uncentered R2 = {res}  0.8664
{txt}Residual SS             = {res} 115.5084868{txt}{col 55}Root MSE      = {res}   .2066

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      t{col 50}   P>|t|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.1568399{col 30}{space 2} .0861042{col 41}{space 1}   -1.82{col 50}{space 3}0.069{col 58}{space 4}-.3256766{col 71}{space 3} .0119969
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8640132{col 30}{space 2} .0164781{col 41}{space 1}   52.43{col 50}{space 3}0.000{col 58}{space 4} .8317022{col 71}{space 3} .8963242
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0310538{col 30}{space 2}  .096204{col 41}{space 1}    0.32{col 50}{space 3}0.747{col 58}{space 4} -.157587{col 71}{space 3} .2196946
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0037266{col 30}{space 2} .0218405{col 41}{space 1}    0.17{col 50}{space 3}0.865{col 58}{space 4}-.0390993{col 71}{space 3} .0465524
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2}   .37411{col 30}{space 2} .1070998{col 41}{space 1}    3.49{col 50}{space 3}0.000{col 58}{space 4} .1641043{col 71}{space 3} .5841157
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0197323{col 30}{space 2} .0108231{col 41}{space 1}   -1.82{col 50}{space 3}0.068{col 58}{space 4}-.0409546{col 71}{space 3}   .00149
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0369422{col 30}{space 2} .0049731{col 41}{space 1}   -7.43{col 50}{space 3}0.000{col 58}{space 4}-.0466936{col 71}{space 3}-.0271908
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  45.997
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  56.651
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  43.092
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{help ivreg2##overidtests:Hansen J statistic} (overidentification test of all instruments):{res}{col 71}   0.000
{txt}{col 50}(equation exactly identified)
{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{help ivreg2##partial:Partialled-out}:{col 23}_cons
{col 23}nb: total SS, model F and R2s are after partialling-out;
{col 23}    any {help ivreg2##s_small:small-sample adjustments} include partialled-out
{col 23}    variables in regressor count K
{hline 78}
{res}
{txt}Absorbed degrees of freedom:
{col 1}{text}{hline 13}{c TT}{hline 12}{hline 12}{hline 14}{hline 1}{c TRC}
{col 1}{text} Absorbed FE{col 14}{c |} Categories{col 27} - Redundant{col 39}  = Num. Coefs{col 54}{c |}
{col 1}{text}{hline 13}{c +}{hline 12}{hline 12}{hline 14}{hline 1}{c RT}
{col 1}{text}       ccode{col 14}{c |}{space 1}      105{col 27}{space 1}        0{col 39}{result}{space 1}      105{col 53}{text} {col 54}{c |}
{col 1}{text}        year{col 14}{c |}{space 1}       41{col 27}{space 1}        1{col 39}{result}{space 1}       40{col 53}{text} {col 54}{c |}
{col 1}{text}{hline 13}{c BT}{hline 12}{hline 12}{hline 14}{hline 1}{c BRC}

{com}. ivreghdfe theta_mean l.theta_mean (imfprogram_uu= imf_maxlog_liquidity_1) imf_movingavg1 e_migdppcln v2xcl_acjst v2exl_legitideol actotal debt_crisis ungaidealpoint2 , absorb (ccode year)rob bw(2)gmm2s ffirst  
{res}{txt}(dropped 1 {browse "http://scorreia.com/research/singletons.pdf":singleton observations})
{res}{txt}Warning: time variable {res}year{txt} has {res}37{txt} gap(s) in relevant range
{res}{txt}({browse "http://scorreia.com/research/hdfe.pdf":MWFE estimator} converged in 7 iterations)
{res}

{txt}Summary results for first-stage regressions
{hline 43}

{col 44}{help ivreg2##swstats:(Underid)}{col 65}{help ivreg2##swstats:(Weak id)}
Variable     |{col 16}{help ivreg2##swstats:F}({res}{col 17}  1{txt},{res}  2526{txt})  P-val{col 37}|{col 39}{help ivreg2##swstats:SW Chi-sq}({res}  1{txt}) P-val{col 60}|{col 62}{help ivreg2##swstats:SW F}({res}{col 67}  1{txt},{res}  2526{txt})
{res}imfprogram_u{col 14}{txt}|{col 18}{res}   41.94{col 28}  0.0000{col 37}{txt}|{col 42}{res}   44.48{col 51}  0.0000{col 60}{txt}|{col 65}{res}   41.94

{txt}NB: first-stage test statistics heteroskedasticity and autocorrelation-robust

Stock-Yogo weak ID F test critical values for single endogenous regressor:
{res}{txt}{col 36}10% maximal IV size{res}{col 67} 16.38
{txt}{col 36}15% maximal IV size{res}{col 67}  8.96
{txt}{col 36}20% maximal IV size{res}{col 67}  6.66
{txt}{col 36}25% maximal IV size{res}{col 67}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for i.i.d. errors only.

{help ivreg2##idtest:Underidentification test}
Ho: matrix of reduced form coefficients has rank=K1-1 (underidentified)
Ha: matrix has rank=K1 (identified)
{res}Kleibergen-Paap rk LM statistic{txt}{col 42}Chi-sq({res}1{txt})={res}43.83  {col 61}{txt}P-val={res}0.0000

{help ivreg2##widtest:Weak identification test}
{txt}Ho: equation is weakly identified
{res}Cragg-Donald Wald F statistic{col 65}   58.06
Kleibergen-Paap Wald rk F statistic{col 65}   41.94

{txt}Stock-Yogo weak ID test critical values for K1=1 and L1=1:
{res}{txt}{col 36}10% maximal IV size{res}{col 67} 16.38
{txt}{col 36}15% maximal IV size{res}{col 67}  8.96
{txt}{col 36}20% maximal IV size{res}{col 67}  6.66
{txt}{col 36}25% maximal IV size{res}{col 67}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.

{help ivreg2##wirobust:Weak-instrument-robust inference}
Tests of joint significance of endogenous regressors B1 in main equation
Ho: B1=0 and orthogonality conditions are valid
{res}Anderson-Rubin Wald test{txt}{col 36}F({res}1{txt},{res}2526{txt})={col 49}{res}   3.82{col 61}{txt}P-val={res}0.0508
Anderson-Rubin Wald test{txt}{col 36}Chi-sq({res}1{txt})={col 49}{res}   4.05{col 61}{txt}P-val={res}0.0442
Stock-Wright LM S statistic{txt}{col 36}Chi-sq({res}1{txt})={col 49}{res}   4.73{col 61}{txt}P-val={res}0.0297

{txt}NB: Underidentification, weak identification and weak-identification-robust
    test statistics heteroskedasticity and autocorrelation-robust

Number of observations               N  = {res}      2679
{txt}Number of regressors                 K  = {res}         9
{txt}Number of endogenous regressors      K1 = {res}         1
{txt}Number of instruments                L  = {res}         9
{txt}Number of excluded instruments       L1 = {res}         1

{txt}2-Step GMM estimation
{hline 21}

Estimates efficient for arbitrary heteroskedasticity and autocorrelation
Statistics robust to heteroskedasticity and autocorrelation
  kernel=Bartlett; bandwidth=2
  time variable (t):  {res}year
{txt}  group variable (i): {res}ccode

{txt}{col 55}Number of obs = {res}    2679
{txt}{col 55}F(  9,  2526) = {res} 1003.33
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 801.9376163{txt}{col 55}Centered R2   = {res}  0.8628
{txt}Total (uncentered) SS   = {res} 801.9376163{txt}{col 55}Uncentered R2 = {res}  0.8628
{txt}Residual SS             = {res} 110.0522172{txt}{col 55}Root MSE      = {res}   .2087

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      t{col 50}   P>|t|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}  -.15974{col 30}{space 2} .0877022{col 41}{space 1}   -1.82{col 50}{space 3}0.069{col 58}{space 4}-.3317155{col 71}{space 3} .0122355
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8551102{col 30}{space 2}  .017522{col 41}{space 1}   48.80{col 50}{space 3}0.000{col 58}{space 4} .8207513{col 71}{space 3} .8894691
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0074286{col 30}{space 2} .0975897{col 41}{space 1}    0.08{col 50}{space 3}0.939{col 58}{space 4}-.1839354{col 71}{space 3} .1987927
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2}-.0029789{col 30}{space 2} .0245955{col 41}{space 1}   -0.12{col 50}{space 3}0.904{col 58}{space 4}-.0512082{col 71}{space 3} .0452505
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .3503898{col 30}{space 2} .1194455{col 41}{space 1}    2.93{col 50}{space 3}0.003{col 58}{space 4} .1161687{col 71}{space 3} .5846109
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0208834{col 30}{space 2} .0120098{col 41}{space 1}   -1.74{col 50}{space 3}0.082{col 58}{space 4}-.0444335{col 71}{space 3} .0026667
{txt}{space 9}actotal {c |}{col 18}{res}{space 2} -.041788{col 30}{space 2} .0054498{col 41}{space 1}   -7.67{col 50}{space 3}0.000{col 58}{space 4}-.0524745{col 71}{space 3}-.0311015
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2} .0434932{col 30}{space 2} .0316275{col 41}{space 1}    1.38{col 50}{space 3}0.169{col 58}{space 4}-.0185252{col 71}{space 3} .1055117
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0285741{col 30}{space 2} .0210393{col 41}{space 1}    1.36{col 50}{space 3}0.175{col 58}{space 4} -.012682{col 71}{space 3} .0698302
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  43.834
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  58.062
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  41.942
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{help ivreg2##overidtests:Hansen J statistic} (overidentification test of all instruments):{res}{col 71}   0.000
{txt}{col 50}(equation exactly identified)
{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal debt_crisis ungaidealpoint2
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{help ivreg2##partial:Partialled-out}:{col 23}_cons
{col 23}nb: total SS, model F and R2s are after partialling-out;
{col 23}    any {help ivreg2##s_small:small-sample adjustments} include partialled-out
{col 23}    variables in regressor count K
{hline 78}
{res}
{txt}Absorbed degrees of freedom:
{col 1}{text}{hline 13}{c TT}{hline 12}{hline 12}{hline 14}{hline 1}{c TRC}
{col 1}{text} Absorbed FE{col 14}{c |} Categories{col 27} - Redundant{col 39}  = Num. Coefs{col 54}{c |}
{col 1}{text}{hline 13}{c +}{hline 12}{hline 12}{hline 14}{hline 1}{c RT}
{col 1}{text}       ccode{col 14}{c |}{space 1}      104{col 27}{space 1}        0{col 39}{result}{space 1}      104{col 53}{text} {col 54}{c |}
{col 1}{text}        year{col 14}{c |}{space 1}       41{col 27}{space 1}        1{col 39}{result}{space 1}       40{col 53}{text} {col 54}{c |}
{col 1}{text}{hline 13}{c BT}{hline 12}{hline 12}{hline 14}{hline 1}{c BRC}

{com}. 
. *** Table A11 (2SLS results for autocratic sample, with additional covariates) ***
. * Col 1 adds economic liberalization *
. ivreg2 theta_mean  l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal elc debt_crisis ungaidealpoint2 i.year i.ccode, robust
{txt}Warning: time variable {res}year{txt} has {res}33{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2388
{txt}{col 55}F(146,  2241) = {res} 1362.76
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res}  2674.31235{txt}{col 55}Centered R2   = {res}  0.9626
{txt}Total (uncentered) SS   = {res}  4294.53477{txt}{col 55}Uncentered R2 = {res}  0.9767
{txt}Residual SS             = {res} 100.0890708{txt}{col 55}Root MSE      = {res}   .2047

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.1929226{col 30}{space 2} .0801137{col 41}{space 1}   -2.41{col 50}{space 3}0.016{col 58}{space 4}-.3499425{col 71}{space 3}-.0359027
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8549205{col 30}{space 2} .0169352{col 41}{space 1}   50.48{col 50}{space 3}0.000{col 58}{space 4}  .821728{col 71}{space 3}  .888113
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0172742{col 30}{space 2} .0908933{col 41}{space 1}    0.19{col 50}{space 3}0.849{col 58}{space 4}-.1608734{col 71}{space 3} .1954219
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0102071{col 30}{space 2} .0247118{col 41}{space 1}    0.41{col 50}{space 3}0.680{col 58}{space 4}-.0382272{col 71}{space 3} .0586414
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .3621057{col 30}{space 2}  .128737{col 41}{space 1}    2.81{col 50}{space 3}0.005{col 58}{space 4} .1097858{col 71}{space 3} .6144256
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0144877{col 30}{space 2}  .011514{col 41}{space 1}   -1.26{col 50}{space 3}0.208{col 58}{space 4}-.0370546{col 71}{space 3} .0080793
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0397882{col 30}{space 2} .0048118{col 41}{space 1}   -8.27{col 50}{space 3}0.000{col 58}{space 4}-.0492191{col 71}{space 3}-.0303573
{txt}{space 13}elc {c |}{col 18}{res}{space 2} -.003211{col 30}{space 2} .0643848{col 41}{space 1}   -0.05{col 50}{space 3}0.960{col 58}{space 4}-.1294029{col 71}{space 3} .1229809
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2} .0524212{col 30}{space 2} .0302316{col 41}{space 1}    1.73{col 50}{space 3}0.083{col 58}{space 4}-.0068315{col 71}{space 3}  .111674
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0633613{col 30}{space 2} .0206898{col 41}{space 1}    3.06{col 50}{space 3}0.002{col 58}{space 4} .0228101{col 71}{space 3} .1039125
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1977  {c |}{col 18}{res}{space 2} .0190824{col 30}{space 2} .0364329{col 41}{space 1}    0.52{col 50}{space 3}0.600{col 58}{space 4}-.0523247{col 71}{space 3} .0904895
{txt}{space 11}1978  {c |}{col 18}{res}{space 2} .0191389{col 30}{space 2} .0389488{col 41}{space 1}    0.49{col 50}{space 3}0.623{col 58}{space 4}-.0571994{col 71}{space 3} .0954771
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0559476{col 30}{space 2} .0355228{col 41}{space 1}    1.57{col 50}{space 3}0.115{col 58}{space 4}-.0136757{col 71}{space 3}  .125571
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0827767{col 30}{space 2} .0387507{col 41}{space 1}    2.14{col 50}{space 3}0.033{col 58}{space 4} .0068268{col 71}{space 3} .1587266
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0677461{col 30}{space 2} .0377805{col 41}{space 1}    1.79{col 50}{space 3}0.073{col 58}{space 4}-.0063024{col 71}{space 3} .1417945
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0729381{col 30}{space 2} .0371346{col 41}{space 1}    1.96{col 50}{space 3}0.050{col 58}{space 4} .0001556{col 71}{space 3} .1457205
{txt}{space 11}1983  {c |}{col 18}{res}{space 2}  .057702{col 30}{space 2} .0399585{col 41}{space 1}    1.44{col 50}{space 3}0.149{col 58}{space 4}-.0206151{col 71}{space 3} .1360192
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0733773{col 30}{space 2} .0334041{col 41}{space 1}    2.20{col 50}{space 3}0.028{col 58}{space 4} .0079063{col 71}{space 3} .1388482
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0915219{col 30}{space 2} .0324696{col 41}{space 1}    2.82{col 50}{space 3}0.005{col 58}{space 4} .0278826{col 71}{space 3} .1551611
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .1342409{col 30}{space 2}     .034{col 41}{space 1}    3.95{col 50}{space 3}0.000{col 58}{space 4} .0676021{col 71}{space 3} .2008797
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .1366115{col 30}{space 2} .0372976{col 41}{space 1}    3.66{col 50}{space 3}0.000{col 58}{space 4} .0635096{col 71}{space 3} .2097134
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .1114799{col 30}{space 2} .0429596{col 41}{space 1}    2.59{col 50}{space 3}0.009{col 58}{space 4} .0272807{col 71}{space 3} .1956791
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .1158635{col 30}{space 2} .0450094{col 41}{space 1}    2.57{col 50}{space 3}0.010{col 58}{space 4} .0276466{col 71}{space 3} .2040803
{txt}{space 11}1990  {c |}{col 18}{res}{space 2} .0304501{col 30}{space 2} .0682805{col 41}{space 1}    0.45{col 50}{space 3}0.656{col 58}{space 4}-.1033773{col 71}{space 3} .1642775
{txt}{space 11}1991  {c |}{col 18}{res}{space 2} .0728295{col 30}{space 2}  .044525{col 41}{space 1}    1.64{col 50}{space 3}0.102{col 58}{space 4} -.014438{col 71}{space 3}  .160097
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .1237138{col 30}{space 2} .0421764{col 41}{space 1}    2.93{col 50}{space 3}0.003{col 58}{space 4} .0410497{col 71}{space 3}  .206378
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0894997{col 30}{space 2} .0412457{col 41}{space 1}    2.17{col 50}{space 3}0.030{col 58}{space 4} .0086596{col 71}{space 3} .1703397
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0739204{col 30}{space 2} .0419917{col 41}{space 1}    1.76{col 50}{space 3}0.078{col 58}{space 4}-.0083819{col 71}{space 3} .1562227
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .1598592{col 30}{space 2} .0468911{col 41}{space 1}    3.41{col 50}{space 3}0.001{col 58}{space 4} .0679544{col 71}{space 3} .2517639
{txt}{space 11}1996  {c |}{col 18}{res}{space 2}  .168901{col 30}{space 2} .0432711{col 41}{space 1}    3.90{col 50}{space 3}0.000{col 58}{space 4} .0840912{col 71}{space 3} .2537108
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .1182108{col 30}{space 2} .0395572{col 41}{space 1}    2.99{col 50}{space 3}0.003{col 58}{space 4} .0406801{col 71}{space 3} .1957415
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .1192049{col 30}{space 2} .0416995{col 41}{space 1}    2.86{col 50}{space 3}0.004{col 58}{space 4} .0374753{col 71}{space 3} .2009345
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .1440268{col 30}{space 2} .0398073{col 41}{space 1}    3.62{col 50}{space 3}0.000{col 58}{space 4}  .066006{col 71}{space 3} .2220476
{txt}{space 11}2000  {c |}{col 18}{res}{space 2}  .120579{col 30}{space 2} .0382595{col 41}{space 1}    3.15{col 50}{space 3}0.002{col 58}{space 4} .0455918{col 71}{space 3} .1955662
{txt}{space 11}2001  {c |}{col 18}{res}{space 2} .1472271{col 30}{space 2} .0396782{col 41}{space 1}    3.71{col 50}{space 3}0.000{col 58}{space 4} .0694592{col 71}{space 3}  .224995
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .1568903{col 30}{space 2} .0444929{col 41}{space 1}    3.53{col 50}{space 3}0.000{col 58}{space 4} .0696857{col 71}{space 3} .2440948
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .1329127{col 30}{space 2} .0403022{col 41}{space 1}    3.30{col 50}{space 3}0.001{col 58}{space 4} .0539219{col 71}{space 3} .2119035
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .1642762{col 30}{space 2} .0550272{col 41}{space 1}    2.99{col 50}{space 3}0.003{col 58}{space 4} .0564249{col 71}{space 3} .2721276
{txt}{space 11}2005  {c |}{col 18}{res}{space 2} .0815337{col 30}{space 2} .0406015{col 41}{space 1}    2.01{col 50}{space 3}0.045{col 58}{space 4} .0019562{col 71}{space 3} .1611113
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} .0883803{col 30}{space 2} .0403335{col 41}{space 1}    2.19{col 50}{space 3}0.028{col 58}{space 4} .0093282{col 71}{space 3} .1674324
{txt}{space 11}2007  {c |}{col 18}{res}{space 2} .0818011{col 30}{space 2} .0412357{col 41}{space 1}    1.98{col 50}{space 3}0.047{col 58}{space 4} .0009805{col 71}{space 3} .1626216
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .1210998{col 30}{space 2}  .041325{col 41}{space 1}    2.93{col 50}{space 3}0.003{col 58}{space 4} .0401043{col 71}{space 3} .2020953
{txt}{space 11}2009  {c |}{col 18}{res}{space 2} .1402904{col 30}{space 2} .0413911{col 41}{space 1}    3.39{col 50}{space 3}0.001{col 58}{space 4} .0591654{col 71}{space 3} .2214154
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .1188257{col 30}{space 2} .0409585{col 41}{space 1}    2.90{col 50}{space 3}0.004{col 58}{space 4} .0385484{col 71}{space 3} .1991029
{txt}{space 11}2011  {c |}{col 18}{res}{space 2} .0396045{col 30}{space 2} .0479549{col 41}{space 1}    0.83{col 50}{space 3}0.409{col 58}{space 4}-.0543855{col 71}{space 3} .1335945
{txt}{space 11}2012  {c |}{col 18}{res}{space 2} .1077179{col 30}{space 2} .0390374{col 41}{space 1}    2.76{col 50}{space 3}0.006{col 58}{space 4}  .031206{col 71}{space 3} .1842297
{txt}{space 11}2013  {c |}{col 18}{res}{space 2} .1390219{col 30}{space 2} .0416237{col 41}{space 1}    3.34{col 50}{space 3}0.001{col 58}{space 4}  .057441{col 71}{space 3} .2206029
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0604304{col 30}{space 2} .0627179{col 41}{space 1}    0.96{col 50}{space 3}0.335{col 58}{space 4}-.0624944{col 71}{space 3} .1833551
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2} -.105136{col 30}{space 2} .0724634{col 41}{space 1}   -1.45{col 50}{space 3}0.147{col 58}{space 4}-.2471618{col 71}{space 3} .0368897
{txt}{space 13}90  {c |}{col 18}{res}{space 2}  .082859{col 30}{space 2} .0660386{col 41}{space 1}    1.25{col 50}{space 3}0.210{col 58}{space 4}-.0465742{col 71}{space 3} .2122922
{txt}{space 13}91  {c |}{col 18}{res}{space 2}-.1744973{col 30}{space 2} .0958471{col 41}{space 1}   -1.82{col 50}{space 3}0.069{col 58}{space 4}-.3623541{col 71}{space 3} .0133596
{txt}{space 13}92  {c |}{col 18}{res}{space 2}-.1689811{col 30}{space 2} .1008033{col 41}{space 1}   -1.68{col 50}{space 3}0.094{col 58}{space 4}-.3665519{col 71}{space 3} .0285898
{txt}{space 13}93  {c |}{col 18}{res}{space 2}-.1110673{col 30}{space 2}  .069491{col 41}{space 1}   -1.60{col 50}{space 3}0.110{col 58}{space 4}-.2472673{col 71}{space 3} .0251326
{txt}{space 13}95  {c |}{col 18}{res}{space 2}-.0133251{col 30}{space 2} .0692312{col 41}{space 1}   -0.19{col 50}{space 3}0.847{col 58}{space 4}-.1490157{col 71}{space 3} .1223655
{txt}{space 12}130  {c |}{col 18}{res}{space 2}-.0657977{col 30}{space 2} .0613524{col 41}{space 1}   -1.07{col 50}{space 3}0.284{col 58}{space 4}-.1860463{col 71}{space 3} .0544508
{txt}{space 12}135  {c |}{col 18}{res}{space 2} .0376001{col 30}{space 2}   .08226{col 41}{space 1}    0.46{col 50}{space 3}0.648{col 58}{space 4}-.1236266{col 71}{space 3} .1988267
{txt}{space 12}140  {c |}{col 18}{res}{space 2}-.1066764{col 30}{space 2}  .063605{col 41}{space 1}   -1.68{col 50}{space 3}0.094{col 58}{space 4}  -.23134{col 71}{space 3} .0179871
{txt}{space 12}145  {c |}{col 18}{res}{space 2} -.139798{col 30}{space 2} .0645601{col 41}{space 1}   -2.17{col 50}{space 3}0.030{col 58}{space 4}-.2663335{col 71}{space 3}-.0132625
{txt}{space 12}150  {c |}{col 18}{res}{space 2}-.1317738{col 30}{space 2} .0695149{col 41}{space 1}   -1.90{col 50}{space 3}0.058{col 58}{space 4}-.2680204{col 71}{space 3} .0044728
{txt}{space 12}155  {c |}{col 18}{res}{space 2}-.0374869{col 30}{space 2} .0701964{col 41}{space 1}   -0.53{col 50}{space 3}0.593{col 58}{space 4}-.1750694{col 71}{space 3} .1000956
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{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.0347405{col 30}{space 2}  .076898{col 41}{space 1}   -0.45{col 50}{space 3}0.651{col 58}{space 4}-.1854578{col 71}{space 3} .1159768
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.2373576{col 30}{space 2} .2838599{col 41}{space 1}   -0.84{col 50}{space 3}0.403{col 58}{space 4}-.7937127{col 71}{space 3} .3189975
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  60.911
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  55.251
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  58.470
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal elc debt_crisis ungaidealpoint2
{col 23}1977.year 1978.year 1979.year 1980.year 1981.year
{col 23}1982.year 1983.year 1984.year 1985.year 1986.year
{col 23}1987.year 1988.year 1989.year 1990.year 1991.year
{col 23}1992.year 1993.year 1994.year 1995.year 1996.year
{col 23}1997.year 1998.year 1999.year 2000.year 2001.year
{col 23}2002.year 2003.year 2004.year 2005.year 2006.year
{col 23}2007.year 2008.year 2009.year 2010.year 2011.year
{col 23}2012.year 2013.year 2014.year 70.ccode 90.ccode 91.ccode
{col 23}92.ccode 93.ccode 95.ccode 130.ccode 135.ccode 140.ccode
{col 23}145.ccode 150.ccode 155.ccode 160.ccode 165.ccode
{col 23}290.ccode 310.ccode 339.ccode 346.ccode 355.ccode
{col 23}360.ccode 365.ccode 372.ccode 373.ccode 402.ccode
{col 23}404.ccode 420.ccode 432.ccode 433.ccode 434.ccode
{col 23}435.ccode 436.ccode 437.ccode 438.ccode 439.ccode
{col 23}450.ccode 451.ccode 452.ccode 461.ccode 471.ccode
{col 23}475.ccode 481.ccode 482.ccode 483.ccode 484.ccode
{col 23}490.ccode 500.ccode 501.ccode 510.ccode 516.ccode
{col 23}517.ccode 530.ccode 540.ccode 541.ccode 551.ccode
{col 23}552.ccode 553.ccode 560.ccode 565.ccode 570.ccode
{col 23}571.ccode 572.ccode 580.ccode 600.ccode 615.ccode
{col 23}616.ccode 620.ccode 625.ccode 630.ccode 640.ccode
{col 23}645.ccode 651.ccode 652.ccode 660.ccode 663.ccode
{col 23}670.ccode 679.ccode 690.ccode 694.ccode 698.ccode
{col 23}700.ccode 702.ccode 703.ccode 705.ccode 710.ccode
{col 23}712.ccode 760.ccode 770.ccode 771.ccode 775.ccode
{col 23}780.ccode 790.ccode 800.ccode 811.ccode 812.ccode
{col 23}816.ccode 820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. * Col 2 adds logged population size *
. gen log_e_wb_pop = log(e_wb_pop)
{txt}(107 missing values generated)

{com}. ivreg2 theta_mean  l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal log_e_wb_pop debt_crisis ungaidealpoint2 i.year i.ccode, robust
{txt}Warning: time variable {res}year{txt} has {res}38{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2677
{txt}{col 55}F(154,  2522) = {res} 1187.95
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2993.725579{txt}{col 55}Centered R2   = {res}  0.9638
{txt}Total (uncentered) SS   = {res} 4692.043779{txt}{col 55}Uncentered R2 = {res}  0.9769
{txt}Residual SS             = {res} 108.2713206{txt}{col 55}Root MSE      = {res}   .2011

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}  -.14765{col 30}{space 2} .0765264{col 41}{space 1}   -1.93{col 50}{space 3}0.054{col 58}{space 4} -.297639{col 71}{space 3}  .002339
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8586865{col 30}{space 2} .0163441{col 41}{space 1}   52.54{col 50}{space 3}0.000{col 58}{space 4} .8266526{col 71}{space 3} .8907204
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0051429{col 30}{space 2} .0855255{col 41}{space 1}    0.06{col 50}{space 3}0.952{col 58}{space 4}-.1624839{col 71}{space 3} .1727697
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2}-.0045395{col 30}{space 2} .0213753{col 41}{space 1}   -0.21{col 50}{space 3}0.832{col 58}{space 4}-.0464344{col 71}{space 3} .0373553
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .3445547{col 30}{space 2} .1121194{col 41}{space 1}    3.07{col 50}{space 3}0.002{col 58}{space 4} .1248048{col 71}{space 3} .5643047
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0197591{col 30}{space 2} .0107794{col 41}{space 1}   -1.83{col 50}{space 3}0.067{col 58}{space 4}-.0408863{col 71}{space 3} .0013682
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0408404{col 30}{space 2} .0049156{col 41}{space 1}   -8.31{col 50}{space 3}0.000{col 58}{space 4}-.0504748{col 71}{space 3}-.0312059
{txt}{space 4}log_e_wb_pop {c |}{col 18}{res}{space 2}-.0870763{col 30}{space 2} .0455827{col 41}{space 1}   -1.91{col 50}{space 3}0.056{col 58}{space 4}-.1764167{col 71}{space 3} .0022641
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2} .0414174{col 30}{space 2} .0298372{col 41}{space 1}    1.39{col 50}{space 3}0.165{col 58}{space 4}-.0170624{col 71}{space 3} .0998972
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0278189{col 30}{space 2} .0180738{col 41}{space 1}    1.54{col 50}{space 3}0.124{col 58}{space 4}-.0076051{col 71}{space 3} .0632429
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1975  {c |}{col 18}{res}{space 2}-.0230086{col 30}{space 2} .0338912{col 41}{space 1}   -0.68{col 50}{space 3}0.497{col 58}{space 4}-.0894341{col 71}{space 3}  .043417
{txt}{space 11}1976  {c |}{col 18}{res}{space 2}-.0394539{col 30}{space 2} .0413245{col 41}{space 1}   -0.95{col 50}{space 3}0.340{col 58}{space 4}-.1204485{col 71}{space 3} .0415407
{txt}{space 11}1977  {c |}{col 18}{res}{space 2}-.0251028{col 30}{space 2} .0405465{col 41}{space 1}   -0.62{col 50}{space 3}0.536{col 58}{space 4}-.1045726{col 71}{space 3} .0543669
{txt}{space 11}1978  {c |}{col 18}{res}{space 2}-.0187089{col 30}{space 2} .0416647{col 41}{space 1}   -0.45{col 50}{space 3}0.653{col 58}{space 4}-.1003701{col 71}{space 3} .0629524
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0172816{col 30}{space 2} .0412524{col 41}{space 1}    0.42{col 50}{space 3}0.675{col 58}{space 4}-.0635716{col 71}{space 3} .0981348
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0666374{col 30}{space 2} .0528213{col 41}{space 1}    1.26{col 50}{space 3}0.207{col 58}{space 4}-.0368905{col 71}{space 3} .1701652
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0321392{col 30}{space 2} .0462428{col 41}{space 1}    0.70{col 50}{space 3}0.487{col 58}{space 4}-.0584951{col 71}{space 3} .1227734
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0391047{col 30}{space 2} .0450692{col 41}{space 1}    0.87{col 50}{space 3}0.386{col 58}{space 4}-.0492292{col 71}{space 3} .1274387
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0240714{col 30}{space 2} .0486227{col 41}{space 1}    0.50{col 50}{space 3}0.621{col 58}{space 4}-.0712274{col 71}{space 3} .1193701
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0405704{col 30}{space 2} .0446851{col 41}{space 1}    0.91{col 50}{space 3}0.364{col 58}{space 4}-.0470107{col 71}{space 3} .1281516
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0608455{col 30}{space 2} .0451032{col 41}{space 1}    1.35{col 50}{space 3}0.177{col 58}{space 4}-.0275552{col 71}{space 3} .1492462
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .0998942{col 30}{space 2} .0477004{col 41}{space 1}    2.09{col 50}{space 3}0.036{col 58}{space 4} .0064032{col 71}{space 3} .1933852
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0988515{col 30}{space 2} .0506194{col 41}{space 1}    1.95{col 50}{space 3}0.051{col 58}{space 4}-.0003606{col 71}{space 3} .1980636
{txt}{space 11}1988  {c |}{col 18}{res}{space 2}  .076266{col 30}{space 2} .0559433{col 41}{space 1}    1.36{col 50}{space 3}0.173{col 58}{space 4}-.0333808{col 71}{space 3} .1859128
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0746622{col 30}{space 2} .0582582{col 41}{space 1}    1.28{col 50}{space 3}0.200{col 58}{space 4}-.0395219{col 71}{space 3} .1888462
{txt}{space 11}1990  {c |}{col 18}{res}{space 2}-.0087726{col 30}{space 2} .0747902{col 41}{space 1}   -0.12{col 50}{space 3}0.907{col 58}{space 4}-.1553586{col 71}{space 3} .1378134
{txt}{space 11}1991  {c |}{col 18}{res}{space 2} .0351401{col 30}{space 2} .0596983{col 41}{space 1}    0.59{col 50}{space 3}0.556{col 58}{space 4}-.0818664{col 71}{space 3} .1521467
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0801416{col 30}{space 2} .0582235{col 41}{space 1}    1.38{col 50}{space 3}0.169{col 58}{space 4}-.0339744{col 71}{space 3} .1942575
{txt}{space 11}1993  {c |}{col 18}{res}{space 2}  .069109{col 30}{space 2}  .057953{col 41}{space 1}    1.19{col 50}{space 3}0.233{col 58}{space 4}-.0444768{col 71}{space 3} .1826948
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0452601{col 30}{space 2} .0583581{col 41}{space 1}    0.78{col 50}{space 3}0.438{col 58}{space 4}-.0691196{col 71}{space 3} .1596398
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .1302081{col 30}{space 2} .0626657{col 41}{space 1}    2.08{col 50}{space 3}0.038{col 58}{space 4} .0073856{col 71}{space 3} .2530306
{txt}{space 11}1996  {c |}{col 18}{res}{space 2} .1424642{col 30}{space 2} .0609365{col 41}{space 1}    2.34{col 50}{space 3}0.019{col 58}{space 4} .0230308{col 71}{space 3} .2618976
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0833281{col 30}{space 2} .0591487{col 41}{space 1}    1.41{col 50}{space 3}0.159{col 58}{space 4}-.0326012{col 71}{space 3} .1992575
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0918159{col 30}{space 2}  .060622{col 41}{space 1}    1.51{col 50}{space 3}0.130{col 58}{space 4} -.027001{col 71}{space 3} .2106329
{txt}{space 11}1999  {c |}{col 18}{res}{space 2}  .120507{col 30}{space 2} .0594667{col 41}{space 1}    2.03{col 50}{space 3}0.043{col 58}{space 4} .0039545{col 71}{space 3} .2370595
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .1088149{col 30}{space 2} .0591805{col 41}{space 1}    1.84{col 50}{space 3}0.066{col 58}{space 4}-.0071768{col 71}{space 3} .2248066
{txt}{space 11}2001  {c |}{col 18}{res}{space 2} .1360932{col 30}{space 2} .0619134{col 41}{space 1}    2.20{col 50}{space 3}0.028{col 58}{space 4} .0147451{col 71}{space 3} .2574413
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .1438899{col 30}{space 2} .0648541{col 41}{space 1}    2.22{col 50}{space 3}0.027{col 58}{space 4} .0167782{col 71}{space 3} .2710016
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .1167214{col 30}{space 2} .0630066{col 41}{space 1}    1.85{col 50}{space 3}0.064{col 58}{space 4}-.0067693{col 71}{space 3}  .240212
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .1484767{col 30}{space 2} .0713269{col 41}{space 1}    2.08{col 50}{space 3}0.037{col 58}{space 4} .0086786{col 71}{space 3} .2882748
{txt}{space 11}2005  {c |}{col 18}{res}{space 2} .0838839{col 30}{space 2} .0636152{col 41}{space 1}    1.32{col 50}{space 3}0.187{col 58}{space 4}-.0407997{col 71}{space 3} .2085675
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} .1011264{col 30}{space 2} .0643524{col 41}{space 1}    1.57{col 50}{space 3}0.116{col 58}{space 4}-.0250021{col 71}{space 3} .2272548
{txt}{space 11}2007  {c |}{col 18}{res}{space 2} .0982701{col 30}{space 2}  .066533{col 41}{space 1}    1.48{col 50}{space 3}0.140{col 58}{space 4}-.0321322{col 71}{space 3} .2286724
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .1363892{col 30}{space 2} .0677411{col 41}{space 1}    2.01{col 50}{space 3}0.044{col 58}{space 4}  .003619{col 71}{space 3} .2691593
{txt}{space 11}2009  {c |}{col 18}{res}{space 2}  .146065{col 30}{space 2}  .069084{col 41}{space 1}    2.11{col 50}{space 3}0.034{col 58}{space 4} .0106628{col 71}{space 3} .2814672
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .1281494{col 30}{space 2} .0701104{col 41}{space 1}    1.83{col 50}{space 3}0.068{col 58}{space 4}-.0092645{col 71}{space 3} .2655633
{txt}{space 11}2011  {c |}{col 18}{res}{space 2} .0655642{col 30}{space 2} .0749081{col 41}{space 1}    0.88{col 50}{space 3}0.381{col 58}{space 4}-.0812531{col 71}{space 3} .2123814
{txt}{space 11}2012  {c |}{col 18}{res}{space 2} .1290203{col 30}{space 2} .0704315{col 41}{space 1}    1.83{col 50}{space 3}0.067{col 58}{space 4}-.0090229{col 71}{space 3} .2670636
{txt}{space 11}2013  {c |}{col 18}{res}{space 2} .1565523{col 30}{space 2} .0696813{col 41}{space 1}    2.25{col 50}{space 3}0.025{col 58}{space 4} .0199795{col 71}{space 3} .2931251
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0986679{col 30}{space 2} .0699753{col 41}{space 1}    1.41{col 50}{space 3}0.159{col 58}{space 4}-.0384811{col 71}{space 3} .2358169
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2} .1215431{col 30}{space 2} .1382519{col 41}{space 1}    0.88{col 50}{space 3}0.379{col 58}{space 4}-.1494257{col 71}{space 3} .3925119
{txt}{space 13}90  {c |}{col 18}{res}{space 2} .0114572{col 30}{space 2} .0637761{col 41}{space 1}    0.18{col 50}{space 3}0.857{col 58}{space 4}-.1135417{col 71}{space 3} .1364561
{txt}{space 13}91  {c |}{col 18}{res}{space 2}-.1112704{col 30}{space 2} .0926773{col 41}{space 1}   -1.20{col 50}{space 3}0.230{col 58}{space 4}-.2929146{col 71}{space 3} .0703739
{txt}{space 13}92  {c |}{col 18}{res}{space 2}-.1518715{col 30}{space 2} .0762863{col 41}{space 1}   -1.99{col 50}{space 3}0.047{col 58}{space 4}  -.30139{col 71}{space 3}-.0023531
{txt}{space 13}93  {c |}{col 18}{res}{space 2}-.1405935{col 30}{space 2} .0652008{col 41}{space 1}   -2.16{col 50}{space 3}0.031{col 58}{space 4}-.2683847{col 71}{space 3}-.0128024
{txt}{space 13}95  {c |}{col 18}{res}{space 2}-.0929189{col 30}{space 2} .0715864{col 41}{space 1}   -1.30{col 50}{space 3}0.194{col 58}{space 4}-.2332257{col 71}{space 3} .0473879
{txt}{space 12}130  {c |}{col 18}{res}{space 2}-.0046272{col 30}{space 2} .0638423{col 41}{space 1}   -0.07{col 50}{space 3}0.942{col 58}{space 4}-.1297558{col 71}{space 3} .1205014
{txt}{space 12}135  {c |}{col 18}{res}{space 2} .1216401{col 30}{space 2} .0914365{col 41}{space 1}    1.33{col 50}{space 3}0.183{col 58}{space 4}-.0575723{col 71}{space 3} .3008524
{txt}{space 12}140  {c |}{col 18}{res}{space 2} .1935717{col 30}{space 2} .1589636{col 41}{space 1}    1.22{col 50}{space 3}0.223{col 58}{space 4}-.1179913{col 71}{space 3} .5051347
{txt}{space 12}145  {c |}{col 18}{res}{space 2}-.0903921{col 30}{space 2} .0561318{col 41}{space 1}   -1.61{col 50}{space 3}0.107{col 58}{space 4}-.2004084{col 71}{space 3} .0196242
{txt}{space 12}150  {c |}{col 18}{res}{space 2}-.1184674{col 30}{space 2} .0659187{col 41}{space 1}   -1.80{col 50}{space 3}0.072{col 58}{space 4}-.2476657{col 71}{space 3} .0107309
{txt}{space 12}155  {c |}{col 18}{res}{space 2}  .059571{col 30}{space 2} .0727015{col 41}{space 1}    0.82{col 50}{space 3}0.413{col 58}{space 4}-.0829213{col 71}{space 3} .2020632
{txt}{space 12}160  {c |}{col 18}{res}{space 2}-.0317011{col 30}{space 2} .2349309{col 41}{space 1}   -0.13{col 50}{space 3}0.893{col 58}{space 4}-.4921572{col 71}{space 3} .4287549
{txt}{space 12}165  {c |}{col 18}{res}{space 2}-.1059575{col 30}{space 2}  .067023{col 41}{space 1}   -1.58{col 50}{space 3}0.114{col 58}{space 4}-.2373201{col 71}{space 3} .0254051
{txt}{space 12}290  {c |}{col 18}{res}{space 2} .2383126{col 30}{space 2} .1324347{col 41}{space 1}    1.80{col 50}{space 3}0.072{col 58}{space 4}-.0212547{col 71}{space 3} .4978799
{txt}{space 12}310  {c |}{col 18}{res}{space 2}   .32568{col 30}{space 2} .1085256{col 41}{space 1}    3.00{col 50}{space 3}0.003{col 58}{space 4} .1129737{col 71}{space 3} .5383862
{txt}{space 12}339  {c |}{col 18}{res}{space 2}-.0065863{col 30}{space 2} .0669131{col 41}{space 1}   -0.10{col 50}{space 3}0.922{col 58}{space 4}-.1377335{col 71}{space 3} .1245608
{txt}{space 12}346  {c |}{col 18}{res}{space 2}  .123417{col 30}{space 2} .2151752{col 41}{space 1}    0.57{col 50}{space 3}0.566{col 58}{space 4}-.2983185{col 71}{space 3} .5451526
{txt}{space 12}355  {c |}{col 18}{res}{space 2} .1936965{col 30}{space 2} .1507579{col 41}{space 1}    1.28{col 50}{space 3}0.199{col 58}{space 4}-.1017835{col 71}{space 3} .4891765
{txt}{space 12}360  {c |}{col 18}{res}{space 2} .1263599{col 30}{space 2} .0930787{col 41}{space 1}    1.36{col 50}{space 3}0.175{col 58}{space 4} -.056071{col 71}{space 3} .3087907
{txt}{space 12}365  {c |}{col 18}{res}{space 2} .0830519{col 30}{space 2} .1545721{col 41}{space 1}    0.54{col 50}{space 3}0.591{col 58}{space 4}-.2199038{col 71}{space 3} .3860075
{txt}{space 12}370  {c |}{col 18}{res}{space 2}-.1482193{col 30}{space 2} .0947694{col 41}{space 1}   -1.56{col 50}{space 3}0.118{col 58}{space 4}-.3339639{col 71}{space 3} .0375252
{txt}{space 12}372  {c |}{col 18}{res}{space 2}-.1686993{col 30}{space 2}  .092715{col 41}{space 1}   -1.82{col 50}{space 3}0.069{col 58}{space 4}-.3504173{col 71}{space 3} .0130186
{txt}{space 12}373  {c |}{col 18}{res}{space 2} .1336409{col 30}{space 2} .0677508{col 41}{space 1}    1.97{col 50}{space 3}0.049{col 58}{space 4} .0008517{col 71}{space 3} .2664301
{txt}{space 12}402  {c |}{col 18}{res}{space 2}-.2001175{col 30}{space 2} .1611275{col 41}{space 1}   -1.24{col 50}{space 3}0.214{col 58}{space 4}-.5159216{col 71}{space 3} .1156865
{txt}{space 12}404  {c |}{col 18}{res}{space 2}-.1198935{col 30}{space 2} .1153807{col 41}{space 1}   -1.04{col 50}{space 3}0.299{col 58}{space 4}-.3460356{col 71}{space 3} .1062486
{txt}{space 12}411  {c |}{col 18}{res}{space 2}-.1425541{col 30}{space 2} .1192826{col 41}{space 1}   -1.20{col 50}{space 3}0.232{col 58}{space 4}-.3763438{col 71}{space 3} .0912355
{txt}{space 12}420  {c |}{col 18}{res}{space 2}-.1698373{col 30}{space 2} .1212498{col 41}{space 1}   -1.40{col 50}{space 3}0.161{col 58}{space 4}-.4074825{col 71}{space 3} .0678079
{txt}{space 12}432  {c |}{col 18}{res}{space 2}-.0947778{col 30}{space 2} .0929883{col 41}{space 1}   -1.02{col 50}{space 3}0.308{col 58}{space 4}-.2770316{col 71}{space 3}  .087476
{txt}{space 12}433  {c |}{col 18}{res}{space 2}-.0787351{col 30}{space 2} .0916334{col 41}{space 1}   -0.86{col 50}{space 3}0.390{col 58}{space 4}-.2583333{col 71}{space 3} .1008631
{txt}{space 12}434  {c |}{col 18}{res}{space 2} .0245333{col 30}{space 2} .1261212{col 41}{space 1}    0.19{col 50}{space 3}0.846{col 58}{space 4}-.2226597{col 71}{space 3} .2717263
{txt}{space 12}435  {c |}{col 18}{res}{space 2}-.1039298{col 30}{space 2} .1008155{col 41}{space 1}   -1.03{col 50}{space 3}0.303{col 58}{space 4}-.3015247{col 71}{space 3}  .093665
{txt}{space 12}436  {c |}{col 18}{res}{space 2}-.0260604{col 30}{space 2} .0877914{col 41}{space 1}   -0.30{col 50}{space 3}0.767{col 58}{space 4}-.1981283{col 71}{space 3} .1460075
{txt}{space 12}437  {c |}{col 18}{res}{space 2} -.003453{col 30}{space 2} .0735219{col 41}{space 1}   -0.05{col 50}{space 3}0.963{col 58}{space 4}-.1475532{col 71}{space 3} .1406472
{txt}{space 12}438  {c |}{col 18}{res}{space 2} .0431929{col 30}{space 2} .0761012{col 41}{space 1}    0.57{col 50}{space 3}0.570{col 58}{space 4}-.1059628{col 71}{space 3} .1923485
{txt}{space 12}439  {c |}{col 18}{res}{space 2}-.0276958{col 30}{space 2} .0879956{col 41}{space 1}   -0.31{col 50}{space 3}0.753{col 58}{space 4}-.2001639{col 71}{space 3} .1447724
{txt}{space 12}450  {c |}{col 18}{res}{space 2}-.0876862{col 30}{space 2} .1181339{col 41}{space 1}   -0.74{col 50}{space 3}0.458{col 58}{space 4}-.3192243{col 71}{space 3} .1438519
{txt}{space 12}451  {c |}{col 18}{res}{space 2}-.0088073{col 30}{space 2}  .084037{col 41}{space 1}   -0.10{col 50}{space 3}0.917{col 58}{space 4}-.1735169{col 71}{space 3} .1559022
{txt}{space 12}452  {c |}{col 18}{res}{space 2} .1632886{col 30}{space 2} .0902519{col 41}{space 1}    1.81{col 50}{space 3}0.070{col 58}{space 4}-.0136017{col 71}{space 3}  .340179
{txt}{space 12}461  {c |}{col 18}{res}{space 2}-.0899071{col 30}{space 2} .0770228{col 41}{space 1}   -1.17{col 50}{space 3}0.243{col 58}{space 4}-.2408691{col 71}{space 3} .0610549
{txt}{space 12}471  {c |}{col 18}{res}{space 2}-.0578494{col 30}{space 2} .0773673{col 41}{space 1}   -0.75{col 50}{space 3}0.455{col 58}{space 4}-.2094864{col 71}{space 3} .0937876
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{txt}{space 12}551  {c |}{col 18}{res}{space 2}-.0266692{col 30}{space 2} .0720532{col 41}{space 1}   -0.37{col 50}{space 3}0.711{col 58}{space 4} -.167891{col 71}{space 3} .1145525
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{txt}{space 12}698  {c |}{col 18}{res}{space 2}-.0822538{col 30}{space 2} .1070305{col 41}{space 1}   -0.77{col 50}{space 3}0.442{col 58}{space 4}-.2920297{col 71}{space 3}  .127522
{txt}{space 12}700  {c |}{col 18}{res}{space 2}-.0217467{col 30}{space 2} .0861412{col 41}{space 1}   -0.25{col 50}{space 3}0.801{col 58}{space 4}-.1905804{col 71}{space 3} .1470871
{txt}{space 12}701  {c |}{col 18}{res}{space 2}-.0104725{col 30}{space 2} .0750931{col 41}{space 1}   -0.14{col 50}{space 3}0.889{col 58}{space 4}-.1576523{col 71}{space 3} .1367074
{txt}{space 12}702  {c |}{col 18}{res}{space 2} .0853057{col 30}{space 2} .0667683{col 41}{space 1}    1.28{col 50}{space 3}0.201{col 58}{space 4}-.0455577{col 71}{space 3} .2161692
{txt}{space 12}703  {c |}{col 18}{res}{space 2}-.0996171{col 30}{space 2} .0750024{col 41}{space 1}   -1.33{col 50}{space 3}0.184{col 58}{space 4} -.246619{col 71}{space 3} .0473849
{txt}{space 12}704  {c |}{col 18}{res}{space 2} .0186999{col 30}{space 2} .0820313{col 41}{space 1}    0.23{col 50}{space 3}0.820{col 58}{space 4}-.1420784{col 71}{space 3} .1794783
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{txt}{space 12}780  {c |}{col 18}{res}{space 2} -.013831{col 30}{space 2} .1089721{col 41}{space 1}   -0.13{col 50}{space 3}0.899{col 58}{space 4}-.2274125{col 71}{space 3} .1997505
{txt}{space 12}790  {c |}{col 18}{res}{space 2} .0323936{col 30}{space 2} .0815223{col 41}{space 1}    0.40{col 50}{space 3}0.691{col 58}{space 4}-.1273873{col 71}{space 3} .1921744
{txt}{space 12}800  {c |}{col 18}{res}{space 2} .0025113{col 30}{space 2} .1247765{col 41}{space 1}    0.02{col 50}{space 3}0.984{col 58}{space 4}-.2420462{col 71}{space 3} .2470688
{txt}{space 12}811  {c |}{col 18}{res}{space 2} .0425181{col 30}{space 2} .0755082{col 41}{space 1}    0.56{col 50}{space 3}0.573{col 58}{space 4}-.1054752{col 71}{space 3} .1905114
{txt}{space 12}812  {c |}{col 18}{res}{space 2} .1087671{col 30}{space 2} .0791418{col 41}{space 1}    1.37{col 50}{space 3}0.169{col 58}{space 4} -.046348{col 71}{space 3} .2638822
{txt}{space 12}816  {c |}{col 18}{res}{space 2} .3082504{col 30}{space 2} .1270054{col 41}{space 1}    2.43{col 50}{space 3}0.015{col 58}{space 4} .0593243{col 71}{space 3} .5571765
{txt}{space 12}820  {c |}{col 18}{res}{space 2} .0453228{col 30}{space 2} .0998835{col 41}{space 1}    0.45{col 50}{space 3}0.650{col 58}{space 4}-.1504452{col 71}{space 3} .2410908
{txt}{space 12}840  {c |}{col 18}{res}{space 2} .3495191{col 30}{space 2}  .116442{col 41}{space 1}    3.00{col 50}{space 3}0.003{col 58}{space 4} .1212969{col 71}{space 3} .5777412
{txt}{space 12}850  {c |}{col 18}{res}{space 2} .2555652{col 30}{space 2} .1724599{col 41}{space 1}    1.48{col 50}{space 3}0.138{col 58}{space 4}  -.08245{col 71}{space 3} .5935804
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2} 1.241111{col 30}{space 2} .7538151{col 41}{space 1}    1.65{col 50}{space 3}0.100{col 58}{space 4}-.2363393{col 71}{space 3} 2.718562
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  61.981
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  57.894
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  59.686
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal log_e_wb_pop debt_crisis
{col 23}ungaidealpoint2 1975.year 1976.year 1977.year 1978.year
{col 23}1979.year 1980.year 1981.year 1982.year 1983.year
{col 23}1984.year 1985.year 1986.year 1987.year 1988.year
{col 23}1989.year 1990.year 1991.year 1992.year 1993.year
{col 23}1994.year 1995.year 1996.year 1997.year 1998.year
{col 23}1999.year 2000.year 2001.year 2002.year 2003.year
{col 23}2004.year 2005.year 2006.year 2007.year 2008.year
{col 23}2009.year 2010.year 2011.year 2012.year 2013.year
{col 23}2014.year 70.ccode 90.ccode 91.ccode 92.ccode 93.ccode
{col 23}95.ccode 130.ccode 135.ccode 140.ccode 145.ccode 150.ccode
{col 23}155.ccode 160.ccode 165.ccode 290.ccode 310.ccode
{col 23}339.ccode 346.ccode 355.ccode 360.ccode 365.ccode
{col 23}370.ccode 372.ccode 373.ccode 402.ccode 404.ccode
{col 23}411.ccode 420.ccode 432.ccode 433.ccode 434.ccode
{col 23}435.ccode 436.ccode 437.ccode 438.ccode 439.ccode
{col 23}450.ccode 451.ccode 452.ccode 461.ccode 471.ccode
{col 23}475.ccode 481.ccode 482.ccode 483.ccode 484.ccode
{col 23}490.ccode 500.ccode 501.ccode 510.ccode 516.ccode
{col 23}517.ccode 522.ccode 530.ccode 540.ccode 541.ccode
{col 23}551.ccode 552.ccode 553.ccode 560.ccode 565.ccode
{col 23}570.ccode 571.ccode 572.ccode 580.ccode 581.ccode
{col 23}600.ccode 615.ccode 616.ccode 620.ccode 625.ccode
{col 23}630.ccode 640.ccode 645.ccode 651.ccode 652.ccode
{col 23}660.ccode 663.ccode 670.ccode 679.ccode 690.ccode
{col 23}694.ccode 698.ccode 700.ccode 701.ccode 702.ccode
{col 23}703.ccode 704.ccode 705.ccode 710.ccode 712.ccode
{col 23}760.ccode 770.ccode 771.ccode 775.ccode 780.ccode
{col 23}790.ccode 800.ccode 811.ccode 812.ccode 816.ccode
{col 23}820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. * Col 3 adds V-Dem mass mobilization index *
. ivreg2 theta_mean  l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal v2cagenmob debt_crisis ungaidealpoint2 i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}23{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    1960
{txt}{col 55}F(132,  1827) = {res}  822.03
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 1914.110139{txt}{col 55}Centered R2   = {res}  0.9592
{txt}Total (uncentered) SS   = {res} 3106.904936{txt}{col 55}Uncentered R2 = {res}  0.9748
{txt}Residual SS             = {res} 78.17964547{txt}{col 55}Root MSE      = {res}   .1997

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.1638698{col 30}{space 2} .0929865{col 41}{space 1}   -1.76{col 50}{space 3}0.078{col 58}{space 4}  -.34612{col 71}{space 3} .0183803
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8513747{col 30}{space 2} .0197254{col 41}{space 1}   43.16{col 50}{space 3}0.000{col 58}{space 4} .8127135{col 71}{space 3} .8900358
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0171514{col 30}{space 2} .1213171{col 41}{space 1}    0.14{col 50}{space 3}0.888{col 58}{space 4}-.2206257{col 71}{space 3} .2549285
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0033938{col 30}{space 2} .0245353{col 41}{space 1}    0.14{col 50}{space 3}0.890{col 58}{space 4}-.0446945{col 71}{space 3} .0514822
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .5393775{col 30}{space 2} .1491785{col 41}{space 1}    3.62{col 50}{space 3}0.000{col 58}{space 4} .2469931{col 71}{space 3} .8317619
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2} -.031805{col 30}{space 2} .0125758{col 41}{space 1}   -2.53{col 50}{space 3}0.011{col 58}{space 4}-.0564531{col 71}{space 3} -.007157
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0389083{col 30}{space 2} .0055106{col 41}{space 1}   -7.06{col 50}{space 3}0.000{col 58}{space 4}-.0497089{col 71}{space 3}-.0281077
{txt}{space 6}v2cagenmob {c |}{col 18}{res}{space 2}-.0376549{col 30}{space 2} .0078057{col 41}{space 1}   -4.82{col 50}{space 3}0.000{col 58}{space 4}-.0529538{col 71}{space 3} -.022356
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2} .0675371{col 30}{space 2} .0332849{col 41}{space 1}    2.03{col 50}{space 3}0.042{col 58}{space 4} .0022999{col 71}{space 3} .1327743
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0297252{col 30}{space 2} .0182721{col 41}{space 1}    1.63{col 50}{space 3}0.104{col 58}{space 4}-.0060874{col 71}{space 3} .0655378
{txt}{space 16} {c |}
{space 12}year {c |}
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{txt}{space 11}1976  {c |}{col 18}{res}{space 2}-.0156405{col 30}{space 2} .0272788{col 41}{space 1}   -0.57{col 50}{space 3}0.566{col 58}{space 4}-.0691059{col 71}{space 3} .0378249
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{txt}{space 12}663  {c |}{col 18}{res}{space 2} -.181605{col 30}{space 2} .0986446{col 41}{space 1}   -1.84{col 50}{space 3}0.066{col 58}{space 4}-.3749448{col 71}{space 3} .0117348
{txt}{space 12}670  {c |}{col 18}{res}{space 2} -.039211{col 30}{space 2} .0832894{col 41}{space 1}   -0.47{col 50}{space 3}0.638{col 58}{space 4}-.2024552{col 71}{space 3} .1240332
{txt}{space 12}679  {c |}{col 18}{res}{space 2}-.0997672{col 30}{space 2} .0757026{col 41}{space 1}   -1.32{col 50}{space 3}0.188{col 58}{space 4}-.2481415{col 71}{space 3} .0486071
{txt}{space 12}690  {c |}{col 18}{res}{space 2}-.2014538{col 30}{space 2} .1350304{col 41}{space 1}   -1.49{col 50}{space 3}0.136{col 58}{space 4}-.4661086{col 71}{space 3} .0632009
{txt}{space 12}698  {c |}{col 18}{res}{space 2}-.4402274{col 30}{space 2} .1211951{col 41}{space 1}   -3.63{col 50}{space 3}0.000{col 58}{space 4}-.6777655{col 71}{space 3}-.2026893
{txt}{space 12}701  {c |}{col 18}{res}{space 2} .0543719{col 30}{space 2} .0843272{col 41}{space 1}    0.64{col 50}{space 3}0.519{col 58}{space 4}-.1109063{col 71}{space 3} .2196501
{txt}{space 12}703  {c |}{col 18}{res}{space 2}-.1261814{col 30}{space 2} .0688539{col 41}{space 1}   -1.83{col 50}{space 3}0.067{col 58}{space 4}-.2611326{col 71}{space 3} .0087698
{txt}{space 12}704  {c |}{col 18}{res}{space 2}-.1473473{col 30}{space 2} .0730154{col 41}{space 1}   -2.02{col 50}{space 3}0.044{col 58}{space 4}-.2904549{col 71}{space 3}-.0042396
{txt}{space 12}705  {c |}{col 18}{res}{space 2} -.327338{col 30}{space 2} .1023858{col 41}{space 1}   -3.20{col 50}{space 3}0.001{col 58}{space 4}-.5280105{col 71}{space 3}-.1266656
{txt}{space 12}710  {c |}{col 18}{res}{space 2}-.1108067{col 30}{space 2} .0855877{col 41}{space 1}   -1.29{col 50}{space 3}0.195{col 58}{space 4}-.2785556{col 71}{space 3} .0569422
{txt}{space 12}712  {c |}{col 18}{res}{space 2} .0955172{col 30}{space 2} .1433226{col 41}{space 1}    0.67{col 50}{space 3}0.505{col 58}{space 4}  -.18539{col 71}{space 3} .3764243
{txt}{space 12}760  {c |}{col 18}{res}{space 2} .0639489{col 30}{space 2} .1574747{col 41}{space 1}    0.41{col 50}{space 3}0.685{col 58}{space 4}-.2446958{col 71}{space 3} .3725937
{txt}{space 12}770  {c |}{col 18}{res}{space 2}-.0670742{col 30}{space 2} .0540944{col 41}{space 1}   -1.24{col 50}{space 3}0.215{col 58}{space 4}-.1730974{col 71}{space 3} .0389489
{txt}{space 12}771  {c |}{col 18}{res}{space 2}  -.09673{col 30}{space 2} .0716882{col 41}{space 1}   -1.35{col 50}{space 3}0.177{col 58}{space 4}-.2372363{col 71}{space 3} .0437763
{txt}{space 12}780  {c |}{col 18}{res}{space 2}-.1628041{col 30}{space 2} .1062982{col 41}{space 1}   -1.53{col 50}{space 3}0.126{col 58}{space 4}-.3711448{col 71}{space 3} .0455366
{txt}{space 12}800  {c |}{col 18}{res}{space 2}-.2498861{col 30}{space 2} .0912237{col 41}{space 1}   -2.74{col 50}{space 3}0.006{col 58}{space 4}-.4286813{col 71}{space 3}-.0710909
{txt}{space 12}812  {c |}{col 18}{res}{space 2} .1411335{col 30}{space 2} .0843178{col 41}{space 1}    1.67{col 50}{space 3}0.094{col 58}{space 4}-.0241264{col 71}{space 3} .3063934
{txt}{space 12}816  {c |}{col 18}{res}{space 2} .1656678{col 30}{space 2} .0865517{col 41}{space 1}    1.91{col 50}{space 3}0.056{col 58}{space 4}-.0039703{col 71}{space 3} .3353059
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0314115{col 30}{space 2} .1006709{col 41}{space 1}   -0.31{col 50}{space 3}0.755{col 58}{space 4}-.2287228{col 71}{space 3} .1658998
{txt}{space 12}840  {c |}{col 18}{res}{space 2} .2328897{col 30}{space 2}  .060011{col 41}{space 1}    3.88{col 50}{space 3}0.000{col 58}{space 4} .1152704{col 71}{space 3} .3505091
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.0847177{col 30}{space 2} .1191718{col 41}{space 1}   -0.71{col 50}{space 3}0.477{col 58}{space 4}-.3182901{col 71}{space 3} .1488546
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.2282474{col 30}{space 2} .2074613{col 41}{space 1}   -1.10{col 50}{space 3}0.271{col 58}{space 4}-.6348641{col 71}{space 3} .1783692
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  41.124
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  36.776
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  37.236
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal v2cagenmob debt_crisis
{col 23}ungaidealpoint2 1975.year 1976.year 1977.year 1978.year
{col 23}1979.year 1980.year 1981.year 1982.year 1983.year
{col 23}1984.year 1985.year 1986.year 1987.year 1988.year
{col 23}1989.year 1990.year 1991.year 1992.year 1993.year
{col 23}1994.year 1995.year 1996.year 1997.year 1998.year
{col 23}1999.year 2000.year 2001.year 2002.year 2003.year
{col 23}2004.year 2005.year 2006.year 2007.year 2008.year
{col 23}2009.year 2010.year 2011.year 2012.year 2013.year
{col 23}2014.year 70.ccode 90.ccode 95.ccode 130.ccode 135.ccode
{col 23}140.ccode 145.ccode 150.ccode 155.ccode 165.ccode
{col 23}290.ccode 310.ccode 339.ccode 346.ccode 355.ccode
{col 23}360.ccode 365.ccode 370.ccode 372.ccode 373.ccode
{col 23}402.ccode 411.ccode 420.ccode 433.ccode 434.ccode
{col 23}437.ccode 438.ccode 439.ccode 450.ccode 451.ccode
{col 23}452.ccode 461.ccode 471.ccode 475.ccode 482.ccode
{col 23}490.ccode 500.ccode 510.ccode 517.ccode 522.ccode
{col 23}530.ccode 541.ccode 551.ccode 552.ccode 553.ccode
{col 23}560.ccode 565.ccode 570.ccode 571.ccode 572.ccode
{col 23}581.ccode 600.ccode 615.ccode 616.ccode 620.ccode
{col 23}625.ccode 630.ccode 640.ccode 651.ccode 652.ccode
{col 23}660.ccode 663.ccode 670.ccode 679.ccode 690.ccode
{col 23}698.ccode 701.ccode 703.ccode 704.ccode 705.ccode
{col 23}710.ccode 712.ccode 760.ccode 770.ccode 771.ccode
{col 23}780.ccode 800.ccode 812.ccode 816.ccode 820.ccode
{col 23}840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. * Col 4 adds state capacity *
. ivreg2 theta_mean  l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal capacity debt_crisis ungaidealpoint2 i.year i.ccode, robust
{txt}Warning: time variable {res}year{txt} has {res}37{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2680
{txt}{col 55}F(154,  2525) = {res} 1148.31
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2993.999363{txt}{col 55}Centered R2   = {res}  0.9631
{txt}Total (uncentered) SS   = {res} 4693.124651{txt}{col 55}Uncentered R2 = {res}  0.9765
{txt}Residual SS             = {res}  110.482671{txt}{col 55}Root MSE      = {res}    .203

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.1640529{col 30}{space 2} .0788835{col 41}{space 1}   -2.08{col 50}{space 3}0.038{col 58}{space 4}-.3186617{col 71}{space 3} -.009444
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8563699{col 30}{space 2} .0166737{col 41}{space 1}   51.36{col 50}{space 3}0.000{col 58}{space 4} .8236901{col 71}{space 3} .8890497
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0142998{col 30}{space 2} .0876142{col 41}{space 1}    0.16{col 50}{space 3}0.870{col 58}{space 4}-.1574209{col 71}{space 3} .1860204
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2}-.0013357{col 30}{space 2} .0216956{col 41}{space 1}   -0.06{col 50}{space 3}0.951{col 58}{space 4}-.0438584{col 71}{space 3}  .041187
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .3573725{col 30}{space 2} .1161105{col 41}{space 1}    3.08{col 50}{space 3}0.002{col 58}{space 4} .1298002{col 71}{space 3} .5849449
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0203947{col 30}{space 2} .0110495{col 41}{space 1}   -1.85{col 50}{space 3}0.065{col 58}{space 4}-.0420514{col 71}{space 3}  .001262
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0419241{col 30}{space 2} .0049588{col 41}{space 1}   -8.45{col 50}{space 3}0.000{col 58}{space 4}-.0516433{col 71}{space 3} -.032205
{txt}{space 8}capacity {c |}{col 18}{res}{space 2}-.0109063{col 30}{space 2} .0216439{col 41}{space 1}   -0.50{col 50}{space 3}0.614{col 58}{space 4}-.0533275{col 71}{space 3}  .031515
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2} .0449069{col 30}{space 2} .0306688{col 41}{space 1}    1.46{col 50}{space 3}0.143{col 58}{space 4}-.0152029{col 71}{space 3} .1050166
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0280763{col 30}{space 2} .0181812{col 41}{space 1}    1.54{col 50}{space 3}0.123{col 58}{space 4}-.0075583{col 71}{space 3} .0637109
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1975  {c |}{col 18}{res}{space 2}-.0246962{col 30}{space 2} .0338802{col 41}{space 1}   -0.73{col 50}{space 3}0.466{col 58}{space 4}-.0911001{col 71}{space 3} .0417077
{txt}{space 11}1976  {c |}{col 18}{res}{space 2}-.0424585{col 30}{space 2} .0409698{col 41}{space 1}   -1.04{col 50}{space 3}0.300{col 58}{space 4}-.1227578{col 71}{space 3} .0378408
{txt}{space 11}1977  {c |}{col 18}{res}{space 2}-.0299353{col 30}{space 2} .0399433{col 41}{space 1}   -0.75{col 50}{space 3}0.454{col 58}{space 4}-.1082228{col 71}{space 3} .0483522
{txt}{space 11}1978  {c |}{col 18}{res}{space 2}-.0261876{col 30}{space 2} .0410736{col 41}{space 1}   -0.64{col 50}{space 3}0.524{col 58}{space 4}-.1066904{col 71}{space 3} .0543151
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0089038{col 30}{space 2} .0403931{col 41}{space 1}    0.22{col 50}{space 3}0.826{col 58}{space 4}-.0702652{col 71}{space 3} .0880728
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0568984{col 30}{space 2} .0503185{col 41}{space 1}    1.13{col 50}{space 3}0.258{col 58}{space 4}-.0417241{col 71}{space 3} .1555209
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0212978{col 30}{space 2} .0451368{col 41}{space 1}    0.47{col 50}{space 3}0.637{col 58}{space 4}-.0671687{col 71}{space 3} .1097642
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0243794{col 30}{space 2} .0429782{col 41}{space 1}    0.57{col 50}{space 3}0.571{col 58}{space 4}-.0598563{col 71}{space 3} .1086151
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0074528{col 30}{space 2} .0470945{col 41}{space 1}    0.16{col 50}{space 3}0.874{col 58}{space 4}-.0848507{col 71}{space 3} .0997563
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0205881{col 30}{space 2} .0415489{col 41}{space 1}    0.50{col 50}{space 3}0.620{col 58}{space 4}-.0608462{col 71}{space 3} .1020223
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0378338{col 30}{space 2} .0412624{col 41}{space 1}    0.92{col 50}{space 3}0.359{col 58}{space 4} -.043039{col 71}{space 3} .1187067
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .0757673{col 30}{space 2} .0439277{col 41}{space 1}    1.72{col 50}{space 3}0.085{col 58}{space 4}-.0103293{col 71}{space 3}  .161864
{txt}{space 11}1987  {c |}{col 18}{res}{space 2}  .072965{col 30}{space 2} .0467571{col 41}{space 1}    1.56{col 50}{space 3}0.119{col 58}{space 4}-.0186771{col 71}{space 3} .1646072
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .0488815{col 30}{space 2} .0522054{col 41}{space 1}    0.94{col 50}{space 3}0.349{col 58}{space 4}-.0534393{col 71}{space 3} .1512023
{txt}{space 11}1989  {c |}{col 18}{res}{space 2}  .045387{col 30}{space 2} .0541062{col 41}{space 1}    0.84{col 50}{space 3}0.402{col 58}{space 4}-.0606592{col 71}{space 3} .1514332
{txt}{space 11}1990  {c |}{col 18}{res}{space 2}-.0410947{col 30}{space 2} .0750138{col 41}{space 1}   -0.55{col 50}{space 3}0.584{col 58}{space 4}-.1881189{col 71}{space 3} .1059296
{txt}{space 11}1991  {c |}{col 18}{res}{space 2}-.0019965{col 30}{space 2} .0537712{col 41}{space 1}   -0.04{col 50}{space 3}0.970{col 58}{space 4}-.1073861{col 71}{space 3} .1033931
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0500356{col 30}{space 2} .0520355{col 41}{space 1}    0.96{col 50}{space 3}0.336{col 58}{space 4}-.0519522{col 71}{space 3} .1520233
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0248716{col 30}{space 2} .0492607{col 41}{space 1}    0.50{col 50}{space 3}0.614{col 58}{space 4}-.0716776{col 71}{space 3} .1214208
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0025561{col 30}{space 2} .0499127{col 41}{space 1}    0.05{col 50}{space 3}0.959{col 58}{space 4}-.0952709{col 71}{space 3} .1003831
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0853057{col 30}{space 2} .0552989{col 41}{space 1}    1.54{col 50}{space 3}0.123{col 58}{space 4}-.0230782{col 71}{space 3} .1936896
{txt}{space 11}1996  {c |}{col 18}{res}{space 2} .0967719{col 30}{space 2} .0530568{col 41}{space 1}    1.82{col 50}{space 3}0.068{col 58}{space 4}-.0072176{col 71}{space 3} .2007613
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0358955{col 30}{space 2} .0496528{col 41}{space 1}    0.72{col 50}{space 3}0.470{col 58}{space 4}-.0614222{col 71}{space 3} .1332132
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0414942{col 30}{space 2}  .050504{col 41}{space 1}    0.82{col 50}{space 3}0.411{col 58}{space 4}-.0574917{col 71}{space 3} .1404802
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .0678033{col 30}{space 2} .0480625{col 41}{space 1}    1.41{col 50}{space 3}0.158{col 58}{space 4}-.0263974{col 71}{space 3}  .162004
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .0525877{col 30}{space 2} .0458569{col 41}{space 1}    1.15{col 50}{space 3}0.251{col 58}{space 4}-.0372901{col 71}{space 3} .1424655
{txt}{space 11}2001  {c |}{col 18}{res}{space 2}  .079236{col 30}{space 2} .0489519{col 41}{space 1}    1.62{col 50}{space 3}0.106{col 58}{space 4}-.0167078{col 71}{space 3} .1751799
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .0850711{col 30}{space 2} .0518193{col 41}{space 1}    1.64{col 50}{space 3}0.101{col 58}{space 4}-.0164929{col 71}{space 3} .1866352
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .0558024{col 30}{space 2} .0481843{col 41}{space 1}    1.16{col 50}{space 3}0.247{col 58}{space 4}-.0386371{col 71}{space 3} .1502419
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .0846988{col 30}{space 2} .0603331{col 41}{space 1}    1.40{col 50}{space 3}0.160{col 58}{space 4}-.0335519{col 71}{space 3} .2029495
{txt}{space 11}2005  {c |}{col 18}{res}{space 2} .0167624{col 30}{space 2} .0453882{col 41}{space 1}    0.37{col 50}{space 3}0.712{col 58}{space 4}-.0721969{col 71}{space 3} .1057217
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} .0316847{col 30}{space 2} .0455053{col 41}{space 1}    0.70{col 50}{space 3}0.486{col 58}{space 4} -.057504{col 71}{space 3} .1208734
{txt}{space 11}2007  {c |}{col 18}{res}{space 2} .0266028{col 30}{space 2} .0460586{col 41}{space 1}    0.58{col 50}{space 3}0.564{col 58}{space 4}-.0636704{col 71}{space 3}  .116876
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .0629916{col 30}{space 2} .0469799{col 41}{space 1}    1.34{col 50}{space 3}0.180{col 58}{space 4}-.0290872{col 71}{space 3} .1550704
{txt}{space 11}2009  {c |}{col 18}{res}{space 2}  .070922{col 30}{space 2} .0486916{col 41}{space 1}    1.46{col 50}{space 3}0.145{col 58}{space 4}-.0245117{col 71}{space 3} .1663558
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .0507088{col 30}{space 2} .0475516{col 41}{space 1}    1.07{col 50}{space 3}0.286{col 58}{space 4}-.0424906{col 71}{space 3} .1439082
{txt}{space 11}2011  {c |}{col 18}{res}{space 2}-.0156013{col 30}{space 2} .0504126{col 41}{space 1}   -0.31{col 50}{space 3}0.757{col 58}{space 4}-.1144081{col 71}{space 3} .0832055
{txt}{space 11}2012  {c |}{col 18}{res}{space 2}  .045312{col 30}{space 2} .0449011{col 41}{space 1}    1.01{col 50}{space 3}0.313{col 58}{space 4}-.0426925{col 71}{space 3} .1333165
{txt}{space 11}2013  {c |}{col 18}{res}{space 2} .0898804{col 30}{space 2} .0548791{col 41}{space 1}    1.64{col 50}{space 3}0.101{col 58}{space 4}-.0176806{col 71}{space 3} .1974414
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0307689{col 30}{space 2} .0530047{col 41}{space 1}    0.58{col 50}{space 3}0.562{col 58}{space 4}-.0731184{col 71}{space 3} .1346562
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2}-.0843451{col 30}{space 2} .0728659{col 41}{space 1}   -1.16{col 50}{space 3}0.247{col 58}{space 4}-.2271595{col 71}{space 3} .0584694
{txt}{space 13}90  {c |}{col 18}{res}{space 2}-.0113933{col 30}{space 2} .0653205{col 41}{space 1}   -0.17{col 50}{space 3}0.862{col 58}{space 4}-.1394191{col 71}{space 3} .1166325
{txt}{space 13}91  {c |}{col 18}{res}{space 2}-.0715669{col 30}{space 2} .0926282{col 41}{space 1}   -0.77{col 50}{space 3}0.440{col 58}{space 4}-.2531147{col 71}{space 3}  .109981
{txt}{space 13}92  {c |}{col 18}{res}{space 2}-.1329248{col 30}{space 2} .0804966{col 41}{space 1}   -1.65{col 50}{space 3}0.099{col 58}{space 4}-.2906952{col 71}{space 3} .0248457
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{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  61.991
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  55.929
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  58.269
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal capacity debt_crisis
{col 23}ungaidealpoint2 1975.year 1976.year 1977.year 1978.year
{col 23}1979.year 1980.year 1981.year 1982.year 1983.year
{col 23}1984.year 1985.year 1986.year 1987.year 1988.year
{col 23}1989.year 1990.year 1991.year 1992.year 1993.year
{col 23}1994.year 1995.year 1996.year 1997.year 1998.year
{col 23}1999.year 2000.year 2001.year 2002.year 2003.year
{col 23}2004.year 2005.year 2006.year 2007.year 2008.year
{col 23}2009.year 2010.year 2011.year 2012.year 2013.year
{col 23}2014.year 70.ccode 90.ccode 91.ccode 92.ccode 93.ccode
{col 23}95.ccode 130.ccode 135.ccode 140.ccode 145.ccode 150.ccode
{col 23}155.ccode 160.ccode 165.ccode 290.ccode 310.ccode
{col 23}339.ccode 346.ccode 355.ccode 360.ccode 365.ccode
{col 23}370.ccode 372.ccode 373.ccode 402.ccode 404.ccode
{col 23}411.ccode 420.ccode 432.ccode 433.ccode 434.ccode
{col 23}435.ccode 436.ccode 437.ccode 438.ccode 439.ccode
{col 23}450.ccode 451.ccode 452.ccode 461.ccode 471.ccode
{col 23}475.ccode 481.ccode 482.ccode 483.ccode 484.ccode
{col 23}490.ccode 500.ccode 501.ccode 510.ccode 516.ccode
{col 23}517.ccode 522.ccode 530.ccode 540.ccode 541.ccode
{col 23}551.ccode 552.ccode 553.ccode 560.ccode 565.ccode
{col 23}570.ccode 571.ccode 572.ccode 580.ccode 581.ccode
{col 23}600.ccode 615.ccode 616.ccode 620.ccode 625.ccode
{col 23}630.ccode 640.ccode 645.ccode 651.ccode 652.ccode
{col 23}660.ccode 663.ccode 670.ccode 679.ccode 690.ccode
{col 23}694.ccode 698.ccode 700.ccode 701.ccode 702.ccode
{col 23}703.ccode 704.ccode 705.ccode 710.ccode 712.ccode
{col 23}760.ccode 770.ccode 771.ccode 775.ccode 780.ccode
{col 23}790.ccode 800.ccode 811.ccode 812.ccode 816.ccode
{col 23}820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. * Col 5 adds coups *
. ivreg2 theta_mean  l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal e_pt_coup debt_crisis ungaidealpoint2 i.year i.ccode, robust
{txt}Warning: time variable {res}year{txt} has {res}37{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2680
{txt}{col 55}F(154,  2525) = {res} 1143.33
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2993.999363{txt}{col 55}Centered R2   = {res}  0.9639
{txt}Total (uncentered) SS   = {res} 4693.124651{txt}{col 55}Uncentered R2 = {res}  0.9770
{txt}Residual SS             = {res} 108.1106866{txt}{col 55}Root MSE      = {res}   .2008

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.1520689{col 30}{space 2} .0752373{col 41}{space 1}   -2.02{col 50}{space 3}0.043{col 58}{space 4}-.2995313{col 71}{space 3}-.0046065
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2}  .854424{col 30}{space 2} .0163345{col 41}{space 1}   52.31{col 50}{space 3}0.000{col 58}{space 4} .8224089{col 71}{space 3}  .886439
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0002444{col 30}{space 2} .0852487{col 41}{space 1}    0.00{col 50}{space 3}0.998{col 58}{space 4}-.1668401{col 71}{space 3} .1673288
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2} -.001677{col 30}{space 2}  .021113{col 41}{space 1}   -0.08{col 50}{space 3}0.937{col 58}{space 4}-.0430576{col 71}{space 3} .0397037
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .3404932{col 30}{space 2} .1115458{col 41}{space 1}    3.05{col 50}{space 3}0.002{col 58}{space 4} .1218674{col 71}{space 3} .5591189
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0231031{col 30}{space 2} .0107616{col 41}{space 1}   -2.15{col 50}{space 3}0.032{col 58}{space 4}-.0441954{col 71}{space 3}-.0020107
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0408699{col 30}{space 2} .0047942{col 41}{space 1}   -8.52{col 50}{space 3}0.000{col 58}{space 4}-.0502664{col 71}{space 3}-.0314734
{txt}{space 7}e_pt_coup {c |}{col 18}{res}{space 2}-.0641768{col 30}{space 2} .0177542{col 41}{space 1}   -3.61{col 50}{space 3}0.000{col 58}{space 4}-.0989743{col 71}{space 3}-.0293793
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2} .0457082{col 30}{space 2} .0296094{col 41}{space 1}    1.54{col 50}{space 3}0.123{col 58}{space 4}-.0123252{col 71}{space 3} .1037416
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0281422{col 30}{space 2} .0177758{col 41}{space 1}    1.58{col 50}{space 3}0.113{col 58}{space 4}-.0066978{col 71}{space 3} .0629821
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1975  {c |}{col 18}{res}{space 2}-.0199616{col 30}{space 2}   .03385{col 41}{space 1}   -0.59{col 50}{space 3}0.555{col 58}{space 4}-.0863063{col 71}{space 3} .0463831
{txt}{space 11}1976  {c |}{col 18}{res}{space 2}-.0381983{col 30}{space 2} .0395847{col 41}{space 1}   -0.96{col 50}{space 3}0.335{col 58}{space 4} -.115783{col 71}{space 3} .0393863
{txt}{space 11}1977  {c |}{col 18}{res}{space 2}-.0319791{col 30}{space 2}  .039756{col 41}{space 1}   -0.80{col 50}{space 3}0.421{col 58}{space 4}-.1098995{col 71}{space 3} .0459413
{txt}{space 11}1978  {c |}{col 18}{res}{space 2}-.0255977{col 30}{space 2} .0398115{col 41}{space 1}   -0.64{col 50}{space 3}0.520{col 58}{space 4}-.1036269{col 71}{space 3} .0524314
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0025498{col 30}{space 2} .0398679{col 41}{space 1}    0.06{col 50}{space 3}0.949{col 58}{space 4}-.0755898{col 71}{space 3} .0806895
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0540336{col 30}{space 2} .0498573{col 41}{space 1}    1.08{col 50}{space 3}0.278{col 58}{space 4}-.0436849{col 71}{space 3} .1517522
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0146218{col 30}{space 2} .0440519{col 41}{space 1}    0.33{col 50}{space 3}0.740{col 58}{space 4}-.0717184{col 71}{space 3} .1009619
{txt}{space 11}1982  {c |}{col 18}{res}{space 2}  .022667{col 30}{space 2} .0419976{col 41}{space 1}    0.54{col 50}{space 3}0.589{col 58}{space 4}-.0596469{col 71}{space 3} .1049808
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0038935{col 30}{space 2} .0460709{col 41}{space 1}    0.08{col 50}{space 3}0.933{col 58}{space 4}-.0864039{col 71}{space 3} .0941908
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0161277{col 30}{space 2} .0406166{col 41}{space 1}    0.40{col 50}{space 3}0.691{col 58}{space 4}-.0634794{col 71}{space 3} .0957349
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0341526{col 30}{space 2} .0405442{col 41}{space 1}    0.84{col 50}{space 3}0.400{col 58}{space 4}-.0453125{col 71}{space 3} .1136178
{txt}{space 11}1986  {c |}{col 18}{res}{space 2}  .069438{col 30}{space 2}  .042846{col 41}{space 1}    1.62{col 50}{space 3}0.105{col 58}{space 4}-.0145386{col 71}{space 3} .1534146
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0695311{col 30}{space 2} .0456675{col 41}{space 1}    1.52{col 50}{space 3}0.128{col 58}{space 4}-.0199755{col 71}{space 3} .1590377
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .0425388{col 30}{space 2} .0507947{col 41}{space 1}    0.84{col 50}{space 3}0.402{col 58}{space 4} -.057017{col 71}{space 3} .1420947
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0387936{col 30}{space 2} .0529525{col 41}{space 1}    0.73{col 50}{space 3}0.464{col 58}{space 4}-.0649914{col 71}{space 3} .1425786
{txt}{space 11}1990  {c |}{col 18}{res}{space 2}-.0494577{col 30}{space 2} .0739303{col 41}{space 1}   -0.67{col 50}{space 3}0.504{col 58}{space 4}-.1943584{col 71}{space 3}  .095443
{txt}{space 11}1991  {c |}{col 18}{res}{space 2}-.0027064{col 30}{space 2} .0528826{col 41}{space 1}   -0.05{col 50}{space 3}0.959{col 58}{space 4}-.1063544{col 71}{space 3} .1009416
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0487031{col 30}{space 2} .0509074{col 41}{space 1}    0.96{col 50}{space 3}0.339{col 58}{space 4}-.0510735{col 71}{space 3} .1484798
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0199313{col 30}{space 2} .0481628{col 41}{space 1}    0.41{col 50}{space 3}0.679{col 58}{space 4}-.0744661{col 71}{space 3} .1143286
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0000592{col 30}{space 2} .0485938{col 41}{space 1}    0.00{col 50}{space 3}0.999{col 58}{space 4} -.095183{col 71}{space 3} .0953014
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0784656{col 30}{space 2} .0541956{col 41}{space 1}    1.45{col 50}{space 3}0.148{col 58}{space 4} -.027756{col 71}{space 3} .1846871
{txt}{space 11}1996  {c |}{col 18}{res}{space 2} .0875156{col 30}{space 2} .0514013{col 41}{space 1}    1.70{col 50}{space 3}0.089{col 58}{space 4} -.013229{col 71}{space 3} .1882602
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0258321{col 30}{space 2} .0480385{col 41}{space 1}    0.54{col 50}{space 3}0.591{col 58}{space 4}-.0683216{col 71}{space 3} .1199858
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0317167{col 30}{space 2} .0488239{col 41}{space 1}    0.65{col 50}{space 3}0.516{col 58}{space 4}-.0639763{col 71}{space 3} .1274097
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .0643537{col 30}{space 2} .0465261{col 41}{space 1}    1.38{col 50}{space 3}0.167{col 58}{space 4}-.0268358{col 71}{space 3} .1555433
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .0485505{col 30}{space 2} .0450778{col 41}{space 1}    1.08{col 50}{space 3}0.281{col 58}{space 4}-.0398003{col 71}{space 3} .1369014
{txt}{space 11}2001  {c |}{col 18}{res}{space 2} .0717446{col 30}{space 2} .0475171{col 41}{space 1}    1.51{col 50}{space 3}0.131{col 58}{space 4}-.0213873{col 71}{space 3} .1648764
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .0772472{col 30}{space 2} .0504817{col 41}{space 1}    1.53{col 50}{space 3}0.126{col 58}{space 4}-.0216951{col 71}{space 3} .1761894
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .0485156{col 30}{space 2} .0470157{col 41}{space 1}    1.03{col 50}{space 3}0.302{col 58}{space 4}-.0436335{col 71}{space 3} .1406648
{txt}{space 11}2004  {c |}{col 18}{res}{space 2}  .077981{col 30}{space 2} .0585665{col 41}{space 1}    1.33{col 50}{space 3}0.183{col 58}{space 4}-.0368073{col 71}{space 3} .1927693
{txt}{space 11}2005  {c |}{col 18}{res}{space 2} .0144698{col 30}{space 2} .0441483{col 41}{space 1}    0.33{col 50}{space 3}0.743{col 58}{space 4}-.0720594{col 71}{space 3} .1009989
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} .0262822{col 30}{space 2} .0446365{col 41}{space 1}    0.59{col 50}{space 3}0.556{col 58}{space 4}-.0612036{col 71}{space 3} .1137681
{txt}{space 11}2007  {c |}{col 18}{res}{space 2} .0197624{col 30}{space 2} .0452937{col 41}{space 1}    0.44{col 50}{space 3}0.663{col 58}{space 4}-.0690117{col 71}{space 3} .1085364
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .0582232{col 30}{space 2} .0461484{col 41}{space 1}    1.26{col 50}{space 3}0.207{col 58}{space 4}-.0322261{col 71}{space 3} .1486725
{txt}{space 11}2009  {c |}{col 18}{res}{space 2} .0624638{col 30}{space 2} .0473114{col 41}{space 1}    1.32{col 50}{space 3}0.187{col 58}{space 4}-.0302649{col 71}{space 3} .1551926
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .0455641{col 30}{space 2}  .046564{col 41}{space 1}    0.98{col 50}{space 3}0.328{col 58}{space 4}-.0456996{col 71}{space 3} .1368279
{txt}{space 11}2011  {c |}{col 18}{res}{space 2}-.0195386{col 30}{space 2} .0497584{col 41}{space 1}   -0.39{col 50}{space 3}0.695{col 58}{space 4}-.1170633{col 71}{space 3} .0779861
{txt}{space 11}2012  {c |}{col 18}{res}{space 2} .0386762{col 30}{space 2} .0440129{col 41}{space 1}    0.88{col 50}{space 3}0.380{col 58}{space 4}-.0475875{col 71}{space 3} .1249399
{txt}{space 11}2013  {c |}{col 18}{res}{space 2} .0814758{col 30}{space 2} .0552421{col 41}{space 1}    1.47{col 50}{space 3}0.140{col 58}{space 4}-.0267966{col 71}{space 3} .1897482
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0228392{col 30}{space 2} .0507368{col 41}{space 1}    0.45{col 50}{space 3}0.653{col 58}{space 4} -.076603{col 71}{space 3} .1222815
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2}-.1158503{col 30}{space 2} .0650116{col 41}{space 1}   -1.78{col 50}{space 3}0.075{col 58}{space 4}-.2432706{col 71}{space 3} .0115701
{txt}{space 13}90  {c |}{col 18}{res}{space 2} -.014065{col 30}{space 2} .0667521{col 41}{space 1}   -0.21{col 50}{space 3}0.833{col 58}{space 4}-.1448966{col 71}{space 3} .1167667
{txt}{space 13}91  {c |}{col 18}{res}{space 2}-.0491615{col 30}{space 2} .0939527{col 41}{space 1}   -0.52{col 50}{space 3}0.601{col 58}{space 4}-.2333055{col 71}{space 3} .1349824
{txt}{space 13}92  {c |}{col 18}{res}{space 2}-.1440605{col 30}{space 2} .0786802{col 41}{space 1}   -1.83{col 50}{space 3}0.067{col 58}{space 4}-.2982708{col 71}{space 3} .0101498
{txt}{space 13}93  {c |}{col 18}{res}{space 2}-.1144542{col 30}{space 2} .0626254{col 41}{space 1}   -1.83{col 50}{space 3}0.068{col 58}{space 4}-.2371976{col 71}{space 3} .0082893
{txt}{space 13}95  {c |}{col 18}{res}{space 2}-.0155672{col 30}{space 2} .0585272{col 41}{space 1}   -0.27{col 50}{space 3}0.790{col 58}{space 4}-.1302784{col 71}{space 3} .0991439
{txt}{space 12}130  {c |}{col 18}{res}{space 2}-.0254851{col 30}{space 2} .0620847{col 41}{space 1}   -0.41{col 50}{space 3}0.681{col 58}{space 4}-.1471689{col 71}{space 3} .0961986
{txt}{space 12}135  {c |}{col 18}{res}{space 2} .0171844{col 30}{space 2} .0721661{col 41}{space 1}    0.24{col 50}{space 3}0.812{col 58}{space 4}-.1242586{col 71}{space 3} .1586274
{txt}{space 12}140  {c |}{col 18}{res}{space 2}-.0960982{col 30}{space 2} .0576158{col 41}{space 1}   -1.67{col 50}{space 3}0.095{col 58}{space 4} -.209023{col 71}{space 3} .0168266
{txt}{space 12}145  {c |}{col 18}{res}{space 2}-.0571076{col 30}{space 2} .0687911{col 41}{space 1}   -0.83{col 50}{space 3}0.406{col 58}{space 4}-.1919356{col 71}{space 3} .0777204
{txt}{space 12}150  {c |}{col 18}{res}{space 2}-.0944486{col 30}{space 2} .0621986{col 41}{space 1}   -1.52{col 50}{space 3}0.129{col 58}{space 4}-.2163555{col 71}{space 3} .0274584
{txt}{space 12}155  {c |}{col 18}{res}{space 2}-.0251464{col 30}{space 2} .0632495{col 41}{space 1}   -0.40{col 50}{space 3}0.691{col 58}{space 4}-.1491131{col 71}{space 3} .0988203
{txt}{space 12}160  {c |}{col 18}{res}{space 2}-.1775907{col 30}{space 2} .2018112{col 41}{space 1}   -0.88{col 50}{space 3}0.379{col 58}{space 4}-.5731335{col 71}{space 3}  .217952
{txt}{space 12}165  {c |}{col 18}{res}{space 2}-.0613793{col 30}{space 2} .0627479{col 41}{space 1}   -0.98{col 50}{space 3}0.328{col 58}{space 4} -.184363{col 71}{space 3} .0616044
{txt}{space 12}290  {c |}{col 18}{res}{space 2} .0661687{col 30}{space 2} .0963184{col 41}{space 1}    0.69{col 50}{space 3}0.492{col 58}{space 4}-.1226118{col 71}{space 3} .2549493
{txt}{space 12}310  {c |}{col 18}{res}{space 2} .2676019{col 30}{space 2} .0987767{col 41}{space 1}    2.71{col 50}{space 3}0.007{col 58}{space 4} .0740032{col 71}{space 3} .4612007
{txt}{space 12}339  {c |}{col 18}{res}{space 2} .0411194{col 30}{space 2} .0614222{col 41}{space 1}    0.67{col 50}{space 3}0.503{col 58}{space 4}-.0792659{col 71}{space 3} .1615046
{txt}{space 12}346  {c |}{col 18}{res}{space 2}  .174901{col 30}{space 2} .2110445{col 41}{space 1}    0.83{col 50}{space 3}0.407{col 58}{space 4}-.2387385{col 71}{space 3} .5885406
{txt}{space 12}355  {c |}{col 18}{res}{space 2} .1441271{col 30}{space 2} .1473024{col 41}{space 1}    0.98{col 50}{space 3}0.328{col 58}{space 4}-.1445802{col 71}{space 3} .4328345
{txt}{space 12}360  {c |}{col 18}{res}{space 2}-.0014425{col 30}{space 2} .0606178{col 41}{space 1}   -0.02{col 50}{space 3}0.981{col 58}{space 4}-.1202512{col 71}{space 3} .1173662
{txt}{space 12}365  {c |}{col 18}{res}{space 2}-.1719014{col 30}{space 2} .0752456{col 41}{space 1}   -2.28{col 50}{space 3}0.022{col 58}{space 4}-.3193801{col 71}{space 3}-.0244226
{txt}{space 12}370  {c |}{col 18}{res}{space 2}-.1662646{col 30}{space 2} .0935824{col 41}{space 1}   -1.78{col 50}{space 3}0.076{col 58}{space 4}-.3496827{col 71}{space 3} .0171535
{txt}{space 12}372  {c |}{col 18}{res}{space 2}-.1239505{col 30}{space 2} .0866589{col 41}{space 1}   -1.43{col 50}{space 3}0.153{col 58}{space 4}-.2937988{col 71}{space 3} .0458977
{txt}{space 12}373  {c |}{col 18}{res}{space 2} .1430637{col 30}{space 2} .0681885{col 41}{space 1}    2.10{col 50}{space 3}0.036{col 58}{space 4} .0094167{col 71}{space 3} .2767108
{txt}{space 12}402  {c |}{col 18}{res}{space 2} .0497133{col 30}{space 2}  .094682{col 41}{space 1}    0.53{col 50}{space 3}0.600{col 58}{space 4}  -.13586{col 71}{space 3} .2352865
{txt}{space 12}404  {c |}{col 18}{res}{space 2} .0554345{col 30}{space 2}  .072633{col 41}{space 1}    0.76{col 50}{space 3}0.445{col 58}{space 4}-.0869235{col 71}{space 3} .1977925
{txt}{space 12}411  {c |}{col 18}{res}{space 2} .0878899{col 30}{space 2} .0844411{col 41}{space 1}    1.04{col 50}{space 3}0.298{col 58}{space 4}-.0776116{col 71}{space 3} .2533914
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{txt}{space 12}840  {c |}{col 18}{res}{space 2} .1479489{col 30}{space 2} .0567432{col 41}{space 1}    2.61{col 50}{space 3}0.009{col 58}{space 4} .0367343{col 71}{space 3} .2591634
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.0491925{col 30}{space 2} .0710317{col 41}{space 1}   -0.69{col 50}{space 3}0.489{col 58}{space 4} -.188412{col 71}{space 3}  .090027
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.1003827{col 30}{space 2}  .179023{col 41}{space 1}   -0.56{col 50}{space 3}0.575{col 58}{space 4}-.4512613{col 71}{space 3} .2504959
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  62.747
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  58.324
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  59.719
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal e_pt_coup debt_crisis
{col 23}ungaidealpoint2 1975.year 1976.year 1977.year 1978.year
{col 23}1979.year 1980.year 1981.year 1982.year 1983.year
{col 23}1984.year 1985.year 1986.year 1987.year 1988.year
{col 23}1989.year 1990.year 1991.year 1992.year 1993.year
{col 23}1994.year 1995.year 1996.year 1997.year 1998.year
{col 23}1999.year 2000.year 2001.year 2002.year 2003.year
{col 23}2004.year 2005.year 2006.year 2007.year 2008.year
{col 23}2009.year 2010.year 2011.year 2012.year 2013.year
{col 23}2014.year 70.ccode 90.ccode 91.ccode 92.ccode 93.ccode
{col 23}95.ccode 130.ccode 135.ccode 140.ccode 145.ccode 150.ccode
{col 23}155.ccode 160.ccode 165.ccode 290.ccode 310.ccode
{col 23}339.ccode 346.ccode 355.ccode 360.ccode 365.ccode
{col 23}370.ccode 372.ccode 373.ccode 402.ccode 404.ccode
{col 23}411.ccode 420.ccode 432.ccode 433.ccode 434.ccode
{col 23}435.ccode 436.ccode 437.ccode 438.ccode 439.ccode
{col 23}450.ccode 451.ccode 452.ccode 461.ccode 471.ccode
{col 23}475.ccode 481.ccode 482.ccode 483.ccode 484.ccode
{col 23}490.ccode 500.ccode 501.ccode 510.ccode 516.ccode
{col 23}517.ccode 522.ccode 530.ccode 540.ccode 541.ccode
{col 23}551.ccode 552.ccode 553.ccode 560.ccode 565.ccode
{col 23}570.ccode 571.ccode 572.ccode 580.ccode 581.ccode
{col 23}600.ccode 615.ccode 616.ccode 620.ccode 625.ccode
{col 23}630.ccode 640.ccode 645.ccode 651.ccode 652.ccode
{col 23}660.ccode 663.ccode 670.ccode 679.ccode 690.ccode
{col 23}694.ccode 698.ccode 700.ccode 701.ccode 702.ccode
{col 23}703.ccode 704.ccode 705.ccode 710.ccode 712.ccode
{col 23}760.ccode 770.ccode 771.ccode 775.ccode 780.ccode
{col 23}790.ccode 800.ccode 811.ccode 812.ccode 816.ccode
{col 23}820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. * Col 6 adds corruption *
. ivreg2 theta_mean  l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal v2x_corr  debt_crisis ungaidealpoint2 i.year i.ccode, robust
{txt}Warning: time variable {res}year{txt} has {res}37{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2680
{txt}{col 55}F(154,  2525) = {res} 1168.22
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2993.999363{txt}{col 55}Centered R2   = {res}  0.9632
{txt}Total (uncentered) SS   = {res} 4693.124651{txt}{col 55}Uncentered R2 = {res}  0.9765
{txt}Residual SS             = {res} 110.1434424{txt}{col 55}Root MSE      = {res}   .2027

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.1607722{col 30}{space 2} .0768576{col 41}{space 1}   -2.09{col 50}{space 3}0.036{col 58}{space 4}-.3114103{col 71}{space 3}-.0101341
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8553019{col 30}{space 2} .0164126{col 41}{space 1}   52.11{col 50}{space 3}0.000{col 58}{space 4} .8231338{col 71}{space 3} .8874699
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0073657{col 30}{space 2} .0856889{col 41}{space 1}    0.09{col 50}{space 3}0.931{col 58}{space 4}-.1605815{col 71}{space 3} .1753129
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2}-.0024569{col 30}{space 2} .0211439{col 41}{space 1}   -0.12{col 50}{space 3}0.907{col 58}{space 4}-.0438981{col 71}{space 3} .0389844
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .3563504{col 30}{space 2} .1161892{col 41}{space 1}    3.07{col 50}{space 3}0.002{col 58}{space 4} .1286238{col 71}{space 3} .5840771
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0201403{col 30}{space 2} .0106047{col 41}{space 1}   -1.90{col 50}{space 3}0.058{col 58}{space 4}-.0409252{col 71}{space 3} .0006446
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0416728{col 30}{space 2} .0049313{col 41}{space 1}   -8.45{col 50}{space 3}0.000{col 58}{space 4} -.051338{col 71}{space 3}-.0320075
{txt}{space 8}v2x_corr {c |}{col 18}{res}{space 2} .0318811{col 30}{space 2} .0571477{col 41}{space 1}    0.56{col 50}{space 3}0.577{col 58}{space 4}-.0801262{col 71}{space 3} .1438885
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2} .0440019{col 30}{space 2} .0302585{col 41}{space 1}    1.45{col 50}{space 3}0.146{col 58}{space 4}-.0153037{col 71}{space 3} .1033074
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0278244{col 30}{space 2} .0181997{col 41}{space 1}    1.53{col 50}{space 3}0.126{col 58}{space 4}-.0078464{col 71}{space 3} .0634952
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1975  {c |}{col 18}{res}{space 2}-.0248384{col 30}{space 2} .0338702{col 41}{space 1}   -0.73{col 50}{space 3}0.463{col 58}{space 4}-.0912227{col 71}{space 3} .0415459
{txt}{space 11}1976  {c |}{col 18}{res}{space 2}-.0429739{col 30}{space 2} .0409826{col 41}{space 1}   -1.05{col 50}{space 3}0.294{col 58}{space 4}-.1232983{col 71}{space 3} .0373506
{txt}{space 11}1977  {c |}{col 18}{res}{space 2}-.0306998{col 30}{space 2} .0400397{col 41}{space 1}   -0.77{col 50}{space 3}0.443{col 58}{space 4}-.1091761{col 71}{space 3} .0477765
{txt}{space 11}1978  {c |}{col 18}{res}{space 2}-.0271062{col 30}{space 2}  .040998{col 41}{space 1}   -0.66{col 50}{space 3}0.509{col 58}{space 4}-.1074608{col 71}{space 3} .0532485
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0076088{col 30}{space 2} .0403887{col 41}{space 1}    0.19{col 50}{space 3}0.851{col 58}{space 4}-.0715515{col 71}{space 3} .0867691
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0551184{col 30}{space 2} .0505596{col 41}{space 1}    1.09{col 50}{space 3}0.276{col 58}{space 4}-.0439767{col 71}{space 3} .1542135
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0188432{col 30}{space 2} .0448027{col 41}{space 1}    0.42{col 50}{space 3}0.674{col 58}{space 4}-.0689684{col 71}{space 3} .1066548
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0219201{col 30}{space 2} .0428981{col 41}{space 1}    0.51{col 50}{space 3}0.609{col 58}{space 4}-.0621585{col 71}{space 3} .1059988
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0050961{col 30}{space 2} .0468206{col 41}{space 1}    0.11{col 50}{space 3}0.913{col 58}{space 4}-.0866706{col 71}{space 3} .0968629
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0184547{col 30}{space 2} .0415246{col 41}{space 1}    0.44{col 50}{space 3}0.657{col 58}{space 4}-.0629321{col 71}{space 3} .0998415
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0353637{col 30}{space 2} .0412391{col 41}{space 1}    0.86{col 50}{space 3}0.391{col 58}{space 4}-.0454635{col 71}{space 3} .1161908
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .0727333{col 30}{space 2} .0437487{col 41}{space 1}    1.66{col 50}{space 3}0.096{col 58}{space 4}-.0130126{col 71}{space 3} .1584791
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0696937{col 30}{space 2} .0464497{col 41}{space 1}    1.50{col 50}{space 3}0.134{col 58}{space 4}-.0213462{col 71}{space 3} .1607335
{txt}{space 11}1988  {c |}{col 18}{res}{space 2}  .045087{col 30}{space 2} .0518661{col 41}{space 1}    0.87{col 50}{space 3}0.385{col 58}{space 4}-.0565688{col 71}{space 3} .1467427
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0416079{col 30}{space 2} .0537844{col 41}{space 1}    0.77{col 50}{space 3}0.439{col 58}{space 4}-.0638076{col 71}{space 3} .1470234
{txt}{space 11}1990  {c |}{col 18}{res}{space 2}-.0451436{col 30}{space 2} .0741904{col 41}{space 1}   -0.61{col 50}{space 3}0.543{col 58}{space 4}-.1905541{col 71}{space 3} .1002669
{txt}{space 11}1991  {c |}{col 18}{res}{space 2} -.005677{col 30}{space 2} .0539088{col 41}{space 1}   -0.11{col 50}{space 3}0.916{col 58}{space 4}-.1113363{col 71}{space 3} .0999823
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0456939{col 30}{space 2} .0523511{col 41}{space 1}    0.87{col 50}{space 3}0.383{col 58}{space 4}-.0569124{col 71}{space 3} .1483003
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0200918{col 30}{space 2} .0495987{col 41}{space 1}    0.41{col 50}{space 3}0.685{col 58}{space 4}-.0771198{col 71}{space 3} .1173033
{txt}{space 11}1994  {c |}{col 18}{res}{space 2}-.0026562{col 30}{space 2} .0504194{col 41}{space 1}   -0.05{col 50}{space 3}0.958{col 58}{space 4}-.1014764{col 71}{space 3} .0961639
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0790465{col 30}{space 2} .0557436{col 41}{space 1}    1.42{col 50}{space 3}0.156{col 58}{space 4} -.030209{col 71}{space 3}  .188302
{txt}{space 11}1996  {c |}{col 18}{res}{space 2}  .090025{col 30}{space 2} .0527948{col 41}{space 1}    1.71{col 50}{space 3}0.088{col 58}{space 4}-.0134509{col 71}{space 3} .1935009
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0294295{col 30}{space 2}   .04959{col 41}{space 1}    0.59{col 50}{space 3}0.553{col 58}{space 4}-.0677652{col 71}{space 3} .1266242
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0350661{col 30}{space 2} .0502975{col 41}{space 1}    0.70{col 50}{space 3}0.486{col 58}{space 4}-.0635151{col 71}{space 3} .1336473
{txt}{space 11}1999  {c |}{col 18}{res}{space 2}  .061322{col 30}{space 2} .0481074{col 41}{space 1}    1.27{col 50}{space 3}0.202{col 58}{space 4}-.0329667{col 71}{space 3} .1556108
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .0465224{col 30}{space 2} .0465709{col 41}{space 1}    1.00{col 50}{space 3}0.318{col 58}{space 4} -.044755{col 71}{space 3} .1377998
{txt}{space 11}2001  {c |}{col 18}{res}{space 2} .0730852{col 30}{space 2} .0492495{col 41}{space 1}    1.48{col 50}{space 3}0.138{col 58}{space 4}-.0234421{col 71}{space 3} .1696125
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .0787593{col 30}{space 2} .0522452{col 41}{space 1}    1.51{col 50}{space 3}0.132{col 58}{space 4}-.0236394{col 71}{space 3}  .181158
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .0496145{col 30}{space 2} .0488306{col 41}{space 1}    1.02{col 50}{space 3}0.310{col 58}{space 4}-.0460918{col 71}{space 3} .1453208
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .0787712{col 30}{space 2} .0601125{col 41}{space 1}    1.31{col 50}{space 3}0.190{col 58}{space 4}-.0390472{col 71}{space 3} .1965896
{txt}{space 11}2005  {c |}{col 18}{res}{space 2} .0112452{col 30}{space 2} .0466377{col 41}{space 1}    0.24{col 50}{space 3}0.809{col 58}{space 4} -.080163{col 71}{space 3} .1026534
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} .0261643{col 30}{space 2} .0465303{col 41}{space 1}    0.56{col 50}{space 3}0.574{col 58}{space 4}-.0650335{col 71}{space 3} .1173621
{txt}{space 11}2007  {c |}{col 18}{res}{space 2} .0208214{col 30}{space 2} .0471385{col 41}{space 1}    0.44{col 50}{space 3}0.659{col 58}{space 4}-.0715683{col 71}{space 3} .1132111
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .0569865{col 30}{space 2} .0481948{col 41}{space 1}    1.18{col 50}{space 3}0.237{col 58}{space 4}-.0374735{col 71}{space 3} .1514465
{txt}{space 11}2009  {c |}{col 18}{res}{space 2} .0641732{col 30}{space 2} .0492695{col 41}{space 1}    1.30{col 50}{space 3}0.193{col 58}{space 4}-.0323932{col 71}{space 3} .1607397
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .0440695{col 30}{space 2} .0484662{col 41}{space 1}    0.91{col 50}{space 3}0.363{col 58}{space 4}-.0509224{col 71}{space 3} .1390615
{txt}{space 11}2011  {c |}{col 18}{res}{space 2}-.0212259{col 30}{space 2} .0518485{col 41}{space 1}   -0.41{col 50}{space 3}0.682{col 58}{space 4}-.1228471{col 71}{space 3} .0803953
{txt}{space 11}2012  {c |}{col 18}{res}{space 2} .0399356{col 30}{space 2} .0458832{col 41}{space 1}    0.87{col 50}{space 3}0.384{col 58}{space 4}-.0499937{col 71}{space 3}  .129865
{txt}{space 11}2013  {c |}{col 18}{res}{space 2} .0835262{col 30}{space 2} .0557025{col 41}{space 1}    1.50{col 50}{space 3}0.134{col 58}{space 4}-.0256486{col 71}{space 3}  .192701
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0250547{col 30}{space 2} .0521612{col 41}{space 1}    0.48{col 50}{space 3}0.631{col 58}{space 4}-.0771793{col 71}{space 3} .1272888
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2}-.0997112{col 30}{space 2}  .066005{col 41}{space 1}   -1.51{col 50}{space 3}0.131{col 58}{space 4}-.2290787{col 71}{space 3} .0296562
{txt}{space 13}90  {c |}{col 18}{res}{space 2}  -.02094{col 30}{space 2} .0627348{col 41}{space 1}   -0.33{col 50}{space 3}0.739{col 58}{space 4}-.1438978{col 71}{space 3} .1020179
{txt}{space 13}91  {c |}{col 18}{res}{space 2}-.0814282{col 30}{space 2} .0918043{col 41}{space 1}   -0.89{col 50}{space 3}0.375{col 58}{space 4}-.2613612{col 71}{space 3} .0985049
{txt}{space 13}92  {c |}{col 18}{res}{space 2}-.1443111{col 30}{space 2} .0772724{col 41}{space 1}   -1.87{col 50}{space 3}0.062{col 58}{space 4}-.2957622{col 71}{space 3}   .00714
{txt}{space 13}93  {c |}{col 18}{res}{space 2}-.1027176{col 30}{space 2} .0631553{col 41}{space 1}   -1.63{col 50}{space 3}0.104{col 58}{space 4}-.2264997{col 71}{space 3} .0210645
{txt}{space 13}95  {c |}{col 18}{res}{space 2}-.0040921{col 30}{space 2} .0622774{col 41}{space 1}   -0.07{col 50}{space 3}0.948{col 58}{space 4}-.1261536{col 71}{space 3} .1179693
{txt}{space 12}130  {c |}{col 18}{res}{space 2}-.0431047{col 30}{space 2} .0582533{col 41}{space 1}   -0.74{col 50}{space 3}0.459{col 58}{space 4} -.157279{col 71}{space 3} .0710696
{txt}{space 12}135  {c |}{col 18}{res}{space 2} .0256181{col 30}{space 2} .0749552{col 41}{space 1}    0.34{col 50}{space 3}0.733{col 58}{space 4}-.1212913{col 71}{space 3} .1725275
{txt}{space 12}140  {c |}{col 18}{res}{space 2}-.0865111{col 30}{space 2} .0583342{col 41}{space 1}   -1.48{col 50}{space 3}0.138{col 58}{space 4} -.200844{col 71}{space 3} .0278218
{txt}{space 12}145  {c |}{col 18}{res}{space 2}-.1021003{col 30}{space 2} .0572304{col 41}{space 1}   -1.78{col 50}{space 3}0.074{col 58}{space 4}-.2142698{col 71}{space 3} .0100691
{txt}{space 12}150  {c |}{col 18}{res}{space 2}-.0879483{col 30}{space 2} .0627282{col 41}{space 1}   -1.40{col 50}{space 3}0.161{col 58}{space 4}-.2108933{col 71}{space 3} .0349967
{txt}{space 12}155  {c |}{col 18}{res}{space 2} .0045702{col 30}{space 2} .0713914{col 41}{space 1}    0.06{col 50}{space 3}0.949{col 58}{space 4}-.1353544{col 71}{space 3} .1444948
{txt}{space 12}160  {c |}{col 18}{res}{space 2}-.1758492{col 30}{space 2} .2160922{col 41}{space 1}   -0.81{col 50}{space 3}0.416{col 58}{space 4}-.5993821{col 71}{space 3} .2476838
{txt}{space 12}165  {c |}{col 18}{res}{space 2}-.0413836{col 30}{space 2} .0752975{col 41}{space 1}   -0.55{col 50}{space 3}0.583{col 58}{space 4}-.1889639{col 71}{space 3} .1061968
{txt}{space 12}290  {c |}{col 18}{res}{space 2}   .09128{col 30}{space 2} .0985018{col 41}{space 1}    0.93{col 50}{space 3}0.354{col 58}{space 4}-.1017799{col 71}{space 3}   .28434
{txt}{space 12}310  {c |}{col 18}{res}{space 2} .2796841{col 30}{space 2} .1011792{col 41}{space 1}    2.76{col 50}{space 3}0.006{col 58}{space 4} .0813765{col 71}{space 3} .4779917
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{txt}{space 12}517  {c |}{col 18}{res}{space 2}-.0753216{col 30}{space 2}  .103393{col 41}{space 1}   -0.73{col 50}{space 3}0.466{col 58}{space 4}-.2779682{col 71}{space 3} .1273251
{txt}{space 12}522  {c |}{col 18}{res}{space 2} .0054062{col 30}{space 2} .0803431{col 41}{space 1}    0.07{col 50}{space 3}0.946{col 58}{space 4}-.1520634{col 71}{space 3} .1628758
{txt}{space 12}530  {c |}{col 18}{res}{space 2}-.0358455{col 30}{space 2} .0804582{col 41}{space 1}   -0.45{col 50}{space 3}0.656{col 58}{space 4}-.1935406{col 71}{space 3} .1218497
{txt}{space 12}540  {c |}{col 18}{res}{space 2}-.0020056{col 30}{space 2} .0774308{col 41}{space 1}   -0.03{col 50}{space 3}0.979{col 58}{space 4}-.1537672{col 71}{space 3} .1497559
{txt}{space 12}541  {c |}{col 18}{res}{space 2}-.0019813{col 30}{space 2}  .082966{col 41}{space 1}   -0.02{col 50}{space 3}0.981{col 58}{space 4}-.1645918{col 71}{space 3} .1606292
{txt}{space 12}551  {c |}{col 18}{res}{space 2}-.0239603{col 30}{space 2} .0744236{col 41}{space 1}   -0.32{col 50}{space 3}0.747{col 58}{space 4}-.1698278{col 71}{space 3} .1219073
{txt}{space 12}552  {c |}{col 18}{res}{space 2}-.0970389{col 30}{space 2} .0695886{col 41}{space 1}   -1.39{col 50}{space 3}0.163{col 58}{space 4}-.2334302{col 71}{space 3} .0393523
{txt}{space 12}553  {c |}{col 18}{res}{space 2}-.0158354{col 30}{space 2} .0861079{col 41}{space 1}   -0.18{col 50}{space 3}0.854{col 58}{space 4}-.1846038{col 71}{space 3} .1529329
{txt}{space 12}560  {c |}{col 18}{res}{space 2}-.2431235{col 30}{space 2} .1050851{col 41}{space 1}   -2.31{col 50}{space 3}0.021{col 58}{space 4}-.4490865{col 71}{space 3}-.0371604
{txt}{space 12}565  {c |}{col 18}{res}{space 2}-.0850054{col 30}{space 2} .1116471{col 41}{space 1}   -0.76{col 50}{space 3}0.446{col 58}{space 4}-.3038296{col 71}{space 3} .1338188
{txt}{space 12}570  {c |}{col 18}{res}{space 2}-.0415385{col 30}{space 2} .0866461{col 41}{space 1}   -0.48{col 50}{space 3}0.632{col 58}{space 4}-.2113617{col 71}{space 3} .1282847
{txt}{space 12}571  {c |}{col 18}{res}{space 2} .0218195{col 30}{space 2} .1008259{col 41}{space 1}    0.22{col 50}{space 3}0.829{col 58}{space 4}-.1757957{col 71}{space 3} .2194347
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{txt}{space 12}580  {c |}{col 18}{res}{space 2} .0523219{col 30}{space 2} .0688948{col 41}{space 1}    0.76{col 50}{space 3}0.448{col 58}{space 4}-.0827095{col 71}{space 3} .1873532
{txt}{space 12}581  {c |}{col 18}{res}{space 2} .0062425{col 30}{space 2}  .082724{col 41}{space 1}    0.08{col 50}{space 3}0.940{col 58}{space 4}-.1558936{col 71}{space 3} .1683786
{txt}{space 12}600  {c |}{col 18}{res}{space 2} -.129416{col 30}{space 2} .0861586{col 41}{space 1}   -1.50{col 50}{space 3}0.133{col 58}{space 4}-.2982837{col 71}{space 3} .0394517
{txt}{space 12}615  {c |}{col 18}{res}{space 2}-.0754081{col 30}{space 2} .0871797{col 41}{space 1}   -0.86{col 50}{space 3}0.387{col 58}{space 4}-.2462771{col 71}{space 3}  .095461
{txt}{space 12}616  {c |}{col 18}{res}{space 2} -.207677{col 30}{space 2} .0923628{col 41}{space 1}   -2.25{col 50}{space 3}0.025{col 58}{space 4}-.3887047{col 71}{space 3}-.0266493
{txt}{space 12}620  {c |}{col 18}{res}{space 2}  -.10186{col 30}{space 2} .0793291{col 41}{space 1}   -1.28{col 50}{space 3}0.199{col 58}{space 4}-.2573423{col 71}{space 3} .0536222
{txt}{space 12}625  {c |}{col 18}{res}{space 2}-.0578618{col 30}{space 2} .0554412{col 41}{space 1}   -1.04{col 50}{space 3}0.297{col 58}{space 4}-.1665245{col 71}{space 3} .0508009
{txt}{space 12}630  {c |}{col 18}{res}{space 2} -.076516{col 30}{space 2} .0755416{col 41}{space 1}   -1.01{col 50}{space 3}0.311{col 58}{space 4}-.2245749{col 71}{space 3} .0715428
{txt}{space 12}640  {c |}{col 18}{res}{space 2} .0510569{col 30}{space 2} .0717718{col 41}{space 1}    0.71{col 50}{space 3}0.477{col 58}{space 4}-.0896133{col 71}{space 3} .1917271
{txt}{space 12}645  {c |}{col 18}{res}{space 2} .1814717{col 30}{space 2} .0840352{col 41}{space 1}    2.16{col 50}{space 3}0.031{col 58}{space 4} .0167657{col 71}{space 3} .3461777
{txt}{space 12}651  {c |}{col 18}{res}{space 2} -.201782{col 30}{space 2} .0779015{col 41}{space 1}   -2.59{col 50}{space 3}0.010{col 58}{space 4}-.3544661{col 71}{space 3}-.0490978
{txt}{space 12}652  {c |}{col 18}{res}{space 2}-.0944144{col 30}{space 2} .0690644{col 41}{space 1}   -1.37{col 50}{space 3}0.172{col 58}{space 4}-.2297782{col 71}{space 3} .0409494
{txt}{space 12}660  {c |}{col 18}{res}{space 2}-.0394384{col 30}{space 2} .0812146{col 41}{space 1}   -0.49{col 50}{space 3}0.627{col 58}{space 4}-.1986161{col 71}{space 3} .1197393
{txt}{space 12}663  {c |}{col 18}{res}{space 2}-.0826986{col 30}{space 2} .0821358{col 41}{space 1}   -1.01{col 50}{space 3}0.314{col 58}{space 4}-.2436818{col 71}{space 3} .0782845
{txt}{space 12}670  {c |}{col 18}{res}{space 2} .0162645{col 30}{space 2} .0755118{col 41}{space 1}    0.22{col 50}{space 3}0.829{col 58}{space 4} -.131736{col 71}{space 3} .1642649
{txt}{space 12}679  {c |}{col 18}{res}{space 2} -.074009{col 30}{space 2} .0667605{col 41}{space 1}   -1.11{col 50}{space 3}0.268{col 58}{space 4}-.2048571{col 71}{space 3} .0568391
{txt}{space 12}690  {c |}{col 18}{res}{space 2}-.0777437{col 30}{space 2} .1149275{col 41}{space 1}   -0.68{col 50}{space 3}0.499{col 58}{space 4}-.3029975{col 71}{space 3} .1475101
{txt}{space 12}694  {c |}{col 18}{res}{space 2} .1347922{col 30}{space 2} .0999549{col 41}{space 1}    1.35{col 50}{space 3}0.177{col 58}{space 4}-.0611159{col 71}{space 3} .3307003
{txt}{space 12}698  {c |}{col 18}{res}{space 2}  .047782{col 30}{space 2} .0961367{col 41}{space 1}    0.50{col 50}{space 3}0.619{col 58}{space 4}-.1406426{col 71}{space 3} .2362065
{txt}{space 12}700  {c |}{col 18}{res}{space 2}-.0954206{col 30}{space 2} .0790197{col 41}{space 1}   -1.21{col 50}{space 3}0.227{col 58}{space 4}-.2502964{col 71}{space 3} .0594552
{txt}{space 12}701  {c |}{col 18}{res}{space 2} .0481607{col 30}{space 2} .0702745{col 41}{space 1}    0.69{col 50}{space 3}0.493{col 58}{space 4}-.0895748{col 71}{space 3} .1858962
{txt}{space 12}702  {c |}{col 18}{res}{space 2} .1197693{col 30}{space 2} .0639994{col 41}{space 1}    1.87{col 50}{space 3}0.061{col 58}{space 4}-.0056672{col 71}{space 3} .2452058
{txt}{space 12}703  {c |}{col 18}{res}{space 2}-.0424396{col 30}{space 2}  .071274{col 41}{space 1}   -0.60{col 50}{space 3}0.552{col 58}{space 4}-.1821342{col 71}{space 3} .0972549
{txt}{space 12}704  {c |}{col 18}{res}{space 2}-.0701393{col 30}{space 2} .0677431{col 41}{space 1}   -1.04{col 50}{space 3}0.300{col 58}{space 4}-.2029134{col 71}{space 3} .0626349
{txt}{space 12}705  {c |}{col 18}{res}{space 2}-.2064187{col 30}{space 2} .0902649{col 41}{space 1}   -2.29{col 50}{space 3}0.022{col 58}{space 4}-.3833347{col 71}{space 3}-.0295027
{txt}{space 12}710  {c |}{col 18}{res}{space 2}-.1096552{col 30}{space 2} .0760921{col 41}{space 1}   -1.44{col 50}{space 3}0.150{col 58}{space 4} -.258793{col 71}{space 3} .0394827
{txt}{space 12}712  {c |}{col 18}{res}{space 2}  .159426{col 30}{space 2} .1268384{col 41}{space 1}    1.26{col 50}{space 3}0.209{col 58}{space 4}-.0891727{col 71}{space 3} .4080248
{txt}{space 12}760  {c |}{col 18}{res}{space 2} .0438334{col 30}{space 2} .1469242{col 41}{space 1}    0.30{col 50}{space 3}0.765{col 58}{space 4}-.2441328{col 71}{space 3} .3317995
{txt}{space 12}770  {c |}{col 18}{res}{space 2}-.0359606{col 30}{space 2} .0541275{col 41}{space 1}   -0.66{col 50}{space 3}0.506{col 58}{space 4}-.1420486{col 71}{space 3} .0701273
{txt}{space 12}771  {c |}{col 18}{res}{space 2}-.0253667{col 30}{space 2} .0665404{col 41}{space 1}   -0.38{col 50}{space 3}0.703{col 58}{space 4}-.1557836{col 71}{space 3} .1050501
{txt}{space 12}775  {c |}{col 18}{res}{space 2}-.0279698{col 30}{space 2} .0569372{col 41}{space 1}   -0.49{col 50}{space 3}0.623{col 58}{space 4}-.1395646{col 71}{space 3} .0836249
{txt}{space 12}780  {c |}{col 18}{res}{space 2}-.0815175{col 30}{space 2} .1041869{col 41}{space 1}   -0.78{col 50}{space 3}0.434{col 58}{space 4}  -.28572{col 71}{space 3} .1226851
{txt}{space 12}790  {c |}{col 18}{res}{space 2}-.0561718{col 30}{space 2} .0712743{col 41}{space 1}   -0.79{col 50}{space 3}0.431{col 58}{space 4}-.1958668{col 71}{space 3} .0835232
{txt}{space 12}800  {c |}{col 18}{res}{space 2}-.1808605{col 30}{space 2} .0792262{col 41}{space 1}   -2.28{col 50}{space 3}0.022{col 58}{space 4}-.3361411{col 71}{space 3}  -.02558
{txt}{space 12}811  {c |}{col 18}{res}{space 2} .0194546{col 30}{space 2} .0753619{col 41}{space 1}    0.26{col 50}{space 3}0.796{col 58}{space 4} -.128252{col 71}{space 3} .1671613
{txt}{space 12}812  {c |}{col 18}{res}{space 2} .1556639{col 30}{space 2} .0766373{col 41}{space 1}    2.03{col 50}{space 3}0.042{col 58}{space 4} .0054574{col 71}{space 3} .3058703
{txt}{space 12}816  {c |}{col 18}{res}{space 2} .1233249{col 30}{space 2} .0741833{col 41}{space 1}    1.66{col 50}{space 3}0.096{col 58}{space 4}-.0220716{col 71}{space 3} .2687214
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0398708{col 30}{space 2} .0837858{col 41}{space 1}   -0.48{col 50}{space 3}0.634{col 58}{space 4}-.2040879{col 71}{space 3} .1243463
{txt}{space 12}840  {c |}{col 18}{res}{space 2} .1585681{col 30}{space 2} .0569792{col 41}{space 1}    2.78{col 50}{space 3}0.005{col 58}{space 4} .0468909{col 71}{space 3} .2702454
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.0424205{col 30}{space 2} .0734626{col 41}{space 1}   -0.58{col 50}{space 3}0.564{col 58}{space 4}-.1864046{col 71}{space 3} .1015637
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.1341706{col 30}{space 2} .1867542{col 41}{space 1}   -0.72{col 50}{space 3}0.472{col 58}{space 4}-.5002021{col 71}{space 3} .2318609
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  62.138
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  57.714
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  59.129
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal v2x_corr debt_crisis
{col 23}ungaidealpoint2 1975.year 1976.year 1977.year 1978.year
{col 23}1979.year 1980.year 1981.year 1982.year 1983.year
{col 23}1984.year 1985.year 1986.year 1987.year 1988.year
{col 23}1989.year 1990.year 1991.year 1992.year 1993.year
{col 23}1994.year 1995.year 1996.year 1997.year 1998.year
{col 23}1999.year 2000.year 2001.year 2002.year 2003.year
{col 23}2004.year 2005.year 2006.year 2007.year 2008.year
{col 23}2009.year 2010.year 2011.year 2012.year 2013.year
{col 23}2014.year 70.ccode 90.ccode 91.ccode 92.ccode 93.ccode
{col 23}95.ccode 130.ccode 135.ccode 140.ccode 145.ccode 150.ccode
{col 23}155.ccode 160.ccode 165.ccode 290.ccode 310.ccode
{col 23}339.ccode 346.ccode 355.ccode 360.ccode 365.ccode
{col 23}370.ccode 372.ccode 373.ccode 402.ccode 404.ccode
{col 23}411.ccode 420.ccode 432.ccode 433.ccode 434.ccode
{col 23}435.ccode 436.ccode 437.ccode 438.ccode 439.ccode
{col 23}450.ccode 451.ccode 452.ccode 461.ccode 471.ccode
{col 23}475.ccode 481.ccode 482.ccode 483.ccode 484.ccode
{col 23}490.ccode 500.ccode 501.ccode 510.ccode 516.ccode
{col 23}517.ccode 522.ccode 530.ccode 540.ccode 541.ccode
{col 23}551.ccode 552.ccode 553.ccode 560.ccode 565.ccode
{col 23}570.ccode 571.ccode 572.ccode 580.ccode 581.ccode
{col 23}600.ccode 615.ccode 616.ccode 620.ccode 625.ccode
{col 23}630.ccode 640.ccode 645.ccode 651.ccode 652.ccode
{col 23}660.ccode 663.ccode 670.ccode 679.ccode 690.ccode
{col 23}694.ccode 698.ccode 700.ccode 701.ccode 702.ccode
{col 23}703.ccode 704.ccode 705.ccode 710.ccode 712.ccode
{col 23}760.ccode 770.ccode 771.ccode 775.ccode 780.ccode
{col 23}790.ccode 800.ccode 811.ccode 812.ccode 816.ccode
{col 23}820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. * Col 7 adds military, monarchical, and party-based autocratic varieties *
. ivreg2 theta_mean  l.theta_mean imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol actotal military monarchy party debt_crisis ungaidealpoint2 i.year i.ccode, robust
{txt}Warning: time variable {res}year{txt} has {res}36{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2527
{txt}{col 55}F(155,  2371) = {res}  948.52
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 2768.166867{txt}{col 55}Centered R2   = {res}  0.9646
{txt}Total (uncentered) SS   = {res} 4356.431086{txt}{col 55}Uncentered R2 = {res}  0.9775
{txt}Residual SS             = {res} 97.89422198{txt}{col 55}Root MSE      = {res}   .1968

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}      theta_mean{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.1219622{col 30}{space 2} .0676864{col 41}{space 1}   -1.80{col 50}{space 3}0.072{col 58}{space 4}-.2546252{col 71}{space 3} .0107008
{txt}{space 16} {c |}
{space 6}theta_mean {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8440794{col 30}{space 2} .0173262{col 41}{space 1}   48.72{col 50}{space 3}0.000{col 58}{space 4} .8101206{col 71}{space 3} .8780381
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2}-.0618749{col 30}{space 2} .0814488{col 41}{space 1}   -0.76{col 50}{space 3}0.447{col 58}{space 4}-.2215116{col 71}{space 3} .0977617
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2} .0072826{col 30}{space 2}  .022405{col 41}{space 1}    0.33{col 50}{space 3}0.745{col 58}{space 4}-.0366304{col 71}{space 3} .0511955
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .3196674{col 30}{space 2} .1124003{col 41}{space 1}    2.84{col 50}{space 3}0.004{col 58}{space 4} .0993667{col 71}{space 3}  .539968
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0195466{col 30}{space 2} .0108094{col 41}{space 1}   -1.81{col 50}{space 3}0.071{col 58}{space 4}-.0407327{col 71}{space 3} .0016395
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0409119{col 30}{space 2} .0048011{col 41}{space 1}   -8.52{col 50}{space 3}0.000{col 58}{space 4}-.0503218{col 71}{space 3} -.031502
{txt}{space 8}military {c |}{col 18}{res}{space 2}-.1427859{col 30}{space 2} .0274951{col 41}{space 1}   -5.19{col 50}{space 3}0.000{col 58}{space 4}-.1966753{col 71}{space 3}-.0888966
{txt}{space 8}monarchy {c |}{col 18}{res}{space 2}-.3228716{col 30}{space 2} .0723924{col 41}{space 1}   -4.46{col 50}{space 3}0.000{col 58}{space 4}-.4647581{col 71}{space 3}-.1809851
{txt}{space 11}party {c |}{col 18}{res}{space 2}-.1008936{col 30}{space 2} .0268356{col 41}{space 1}   -3.76{col 50}{space 3}0.000{col 58}{space 4}-.1534903{col 71}{space 3}-.0482968
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2} .0371068{col 30}{space 2} .0271203{col 41}{space 1}    1.37{col 50}{space 3}0.171{col 58}{space 4} -.016048{col 71}{space 3} .0902616
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0449775{col 30}{space 2} .0178394{col 41}{space 1}    2.52{col 50}{space 3}0.012{col 58}{space 4}  .010013{col 71}{space 3}  .079942
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1976  {c |}{col 18}{res}{space 2}-.0881287{col 30}{space 2} .0510429{col 41}{space 1}   -1.73{col 50}{space 3}0.084{col 58}{space 4} -.188171{col 71}{space 3} .0119136
{txt}{space 11}1977  {c |}{col 18}{res}{space 2}-.0772174{col 30}{space 2} .0455685{col 41}{space 1}   -1.69{col 50}{space 3}0.090{col 58}{space 4}-.1665301{col 71}{space 3} .0120952
{txt}{space 11}1978  {c |}{col 18}{res}{space 2}-.0738357{col 30}{space 2} .0521948{col 41}{space 1}   -1.41{col 50}{space 3}0.157{col 58}{space 4}-.1761357{col 71}{space 3} .0284643
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} -.041808{col 30}{space 2} .0432926{col 41}{space 1}   -0.97{col 50}{space 3}0.334{col 58}{space 4}  -.12666{col 71}{space 3}  .043044
{txt}{space 11}1980  {c |}{col 18}{res}{space 2}-.0009839{col 30}{space 2} .0435747{col 41}{space 1}   -0.02{col 50}{space 3}0.982{col 58}{space 4}-.0863887{col 71}{space 3}  .084421
{txt}{space 11}1981  {c |}{col 18}{res}{space 2}-.0386724{col 30}{space 2} .0385315{col 41}{space 1}   -1.00{col 50}{space 3}0.316{col 58}{space 4}-.1141927{col 71}{space 3} .0368479
{txt}{space 11}1982  {c |}{col 18}{res}{space 2}-.0333996{col 30}{space 2}  .042262{col 41}{space 1}   -0.79{col 50}{space 3}0.429{col 58}{space 4}-.1162316{col 71}{space 3} .0494323
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{txt}{space 12}615  {c |}{col 18}{res}{space 2} -.054096{col 30}{space 2} .0883827{col 41}{space 1}   -0.61{col 50}{space 3}0.540{col 58}{space 4}-.2273229{col 71}{space 3} .1191309
{txt}{space 12}616  {c |}{col 18}{res}{space 2}-.1727284{col 30}{space 2} .0921566{col 41}{space 1}   -1.87{col 50}{space 3}0.061{col 58}{space 4} -.353352{col 71}{space 3} .0078952
{txt}{space 12}620  {c |}{col 18}{res}{space 2}-.0584003{col 30}{space 2} .0823206{col 41}{space 1}   -0.71{col 50}{space 3}0.478{col 58}{space 4}-.2197457{col 71}{space 3} .1029452
{txt}{space 12}625  {c |}{col 18}{res}{space 2}-.0249518{col 30}{space 2} .0537348{col 41}{space 1}   -0.46{col 50}{space 3}0.642{col 58}{space 4}-.1302701{col 71}{space 3} .0803665
{txt}{space 12}630  {c |}{col 18}{res}{space 2}-.0515086{col 30}{space 2} .0787008{col 41}{space 1}   -0.65{col 50}{space 3}0.513{col 58}{space 4}-.2057593{col 71}{space 3} .1027421
{txt}{space 12}640  {c |}{col 18}{res}{space 2} .0582193{col 30}{space 2} .0639457{col 41}{space 1}    0.91{col 50}{space 3}0.363{col 58}{space 4} -.067112{col 71}{space 3} .1835506
{txt}{space 12}645  {c |}{col 18}{res}{space 2} .1380538{col 30}{space 2} .0869132{col 41}{space 1}    1.59{col 50}{space 3}0.112{col 58}{space 4}-.0322928{col 71}{space 3} .3084005
{txt}{space 12}651  {c |}{col 18}{res}{space 2}-.2495678{col 30}{space 2} .0842663{col 41}{space 1}   -2.96{col 50}{space 3}0.003{col 58}{space 4}-.4147266{col 71}{space 3} -.084409
{txt}{space 12}652  {c |}{col 18}{res}{space 2}-.0796476{col 30}{space 2}    .0737{col 41}{space 1}   -1.08{col 50}{space 3}0.280{col 58}{space 4}-.2240969{col 71}{space 3} .0648018
{txt}{space 12}660  {c |}{col 18}{res}{space 2}-.1175518{col 30}{space 2} .0907732{col 41}{space 1}   -1.30{col 50}{space 3}0.195{col 58}{space 4}-.2954639{col 71}{space 3} .0603604
{txt}{space 12}663  {c |}{col 18}{res}{space 2} .1570689{col 30}{space 2} .0974058{col 41}{space 1}    1.61{col 50}{space 3}0.107{col 58}{space 4}-.0338429{col 71}{space 3} .3479807
{txt}{space 12}670  {c |}{col 18}{res}{space 2}  .218546{col 30}{space 2} .0986827{col 41}{space 1}    2.21{col 50}{space 3}0.027{col 58}{space 4} .0251314{col 71}{space 3} .4119606
{txt}{space 12}679  {c |}{col 18}{res}{space 2} -.008987{col 30}{space 2} .0639123{col 41}{space 1}   -0.14{col 50}{space 3}0.888{col 58}{space 4}-.1342527{col 71}{space 3} .1162787
{txt}{space 12}690  {c |}{col 18}{res}{space 2} .1492407{col 30}{space 2}  .123427{col 41}{space 1}    1.21{col 50}{space 3}0.227{col 58}{space 4}-.0926718{col 71}{space 3} .3911533
{txt}{space 12}694  {c |}{col 18}{res}{space 2} .0480984{col 30}{space 2}  .111171{col 41}{space 1}    0.43{col 50}{space 3}0.665{col 58}{space 4}-.1697928{col 71}{space 3} .2659896
{txt}{space 12}698  {c |}{col 18}{res}{space 2} .2899249{col 30}{space 2} .1079537{col 41}{space 1}    2.69{col 50}{space 3}0.007{col 58}{space 4} .0783394{col 71}{space 3} .5015103
{txt}{space 12}700  {c |}{col 18}{res}{space 2}-.1480031{col 30}{space 2} .0838975{col 41}{space 1}   -1.76{col 50}{space 3}0.078{col 58}{space 4}-.3124392{col 71}{space 3}  .016433
{txt}{space 12}701  {c |}{col 18}{res}{space 2} .0561657{col 30}{space 2} .0731214{col 41}{space 1}    0.77{col 50}{space 3}0.442{col 58}{space 4}-.0871496{col 71}{space 3} .1994809
{txt}{space 12}702  {c |}{col 18}{res}{space 2} .0335336{col 30}{space 2} .0669114{col 41}{space 1}    0.50{col 50}{space 3}0.616{col 58}{space 4}-.0976103{col 71}{space 3} .1646775
{txt}{space 12}703  {c |}{col 18}{res}{space 2}-.0847667{col 30}{space 2} .0722574{col 41}{space 1}   -1.17{col 50}{space 3}0.241{col 58}{space 4}-.2263886{col 71}{space 3} .0568551
{txt}{space 12}704  {c |}{col 18}{res}{space 2}-.1610986{col 30}{space 2} .0731392{col 41}{space 1}   -2.20{col 50}{space 3}0.028{col 58}{space 4}-.3044488{col 71}{space 3}-.0177485
{txt}{space 12}705  {c |}{col 18}{res}{space 2}-.2669426{col 30}{space 2} .0943758{col 41}{space 1}   -2.83{col 50}{space 3}0.005{col 58}{space 4}-.4519158{col 71}{space 3}-.0819695
{txt}{space 12}710  {c |}{col 18}{res}{space 2}-.1068729{col 30}{space 2} .0759176{col 41}{space 1}   -1.41{col 50}{space 3}0.159{col 58}{space 4}-.2556688{col 71}{space 3} .0419229
{txt}{space 12}712  {c |}{col 18}{res}{space 2} .2305081{col 30}{space 2} .1236176{col 41}{space 1}    1.86{col 50}{space 3}0.062{col 58}{space 4} -.011778{col 71}{space 3} .4727942
{txt}{space 12}760  {c |}{col 18}{res}{space 2} .0365233{col 30}{space 2} .1460973{col 41}{space 1}    0.25{col 50}{space 3}0.803{col 58}{space 4}-.2498222{col 71}{space 3} .3228689
{txt}{space 12}770  {c |}{col 18}{res}{space 2} .0305163{col 30}{space 2} .0504786{col 41}{space 1}    0.60{col 50}{space 3}0.545{col 58}{space 4}-.0684199{col 71}{space 3} .1294525
{txt}{space 12}771  {c |}{col 18}{res}{space 2}-.0919179{col 30}{space 2} .0681651{col 41}{space 1}   -1.35{col 50}{space 3}0.178{col 58}{space 4}-.2255189{col 71}{space 3} .0416832
{txt}{space 12}775  {c |}{col 18}{res}{space 2} .0205131{col 30}{space 2} .0552016{col 41}{space 1}    0.37{col 50}{space 3}0.710{col 58}{space 4}-.0876802{col 71}{space 3} .1287063
{txt}{space 12}780  {c |}{col 18}{res}{space 2}-.0782593{col 30}{space 2} .1002903{col 41}{space 1}   -0.78{col 50}{space 3}0.435{col 58}{space 4}-.2748247{col 71}{space 3} .1183061
{txt}{space 12}790  {c |}{col 18}{res}{space 2}   .18096{col 30}{space 2} .1003545{col 41}{space 1}    1.80{col 50}{space 3}0.071{col 58}{space 4}-.0157312{col 71}{space 3} .3776512
{txt}{space 12}800  {c |}{col 18}{res}{space 2}-.1916719{col 30}{space 2} .0918265{col 41}{space 1}   -2.09{col 50}{space 3}0.037{col 58}{space 4}-.3716486{col 71}{space 3}-.0116952
{txt}{space 12}811  {c |}{col 18}{res}{space 2} .0516071{col 30}{space 2}  .075428{col 41}{space 1}    0.68{col 50}{space 3}0.494{col 58}{space 4}-.0962291{col 71}{space 3} .1994434
{txt}{space 12}812  {c |}{col 18}{res}{space 2} .2037337{col 30}{space 2} .0794522{col 41}{space 1}    2.56{col 50}{space 3}0.010{col 58}{space 4} .0480103{col 71}{space 3} .3594571
{txt}{space 12}816  {c |}{col 18}{res}{space 2} .1481546{col 30}{space 2} .0746405{col 41}{space 1}    1.98{col 50}{space 3}0.047{col 58}{space 4} .0018619{col 71}{space 3} .2944472
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0156215{col 30}{space 2} .0848827{col 41}{space 1}   -0.18{col 50}{space 3}0.854{col 58}{space 4}-.1819886{col 71}{space 3} .1507455
{txt}{space 12}840  {c |}{col 18}{res}{space 2}  .077556{col 30}{space 2} .0605879{col 41}{space 1}    1.28{col 50}{space 3}0.201{col 58}{space 4} -.041194{col 71}{space 3} .1963061
{txt}{space 12}850  {c |}{col 18}{res}{space 2} .0510309{col 30}{space 2}  .066654{col 41}{space 1}    0.77{col 50}{space 3}0.444{col 58}{space 4}-.0796085{col 71}{space 3} .1816704
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2}-.0437647{col 30}{space 2} .1845559{col 41}{space 1}   -0.24{col 50}{space 3}0.813{col 58}{space 4}-.4054876{col 71}{space 3} .3179583
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  68.898
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  64.579
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  67.528
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.theta_mean imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal military monarchy party
{col 23}debt_crisis ungaidealpoint2 1976.year 1977.year 1978.year
{col 23}1979.year 1980.year 1981.year 1982.year 1983.year
{col 23}1984.year 1985.year 1986.year 1987.year 1988.year
{col 23}1989.year 1990.year 1991.year 1992.year 1993.year
{col 23}1994.year 1995.year 1996.year 1997.year 1998.year
{col 23}1999.year 2000.year 2001.year 2002.year 2003.year
{col 23}2004.year 2005.year 2006.year 2007.year 2008.year
{col 23}2009.year 2010.year 2011.year 2012.year 2013.year
{col 23}2014.year 70.ccode 90.ccode 91.ccode 92.ccode 93.ccode
{col 23}95.ccode 130.ccode 135.ccode 140.ccode 145.ccode 150.ccode
{col 23}155.ccode 160.ccode 165.ccode 290.ccode 310.ccode
{col 23}339.ccode 346.ccode 355.ccode 360.ccode 365.ccode
{col 23}370.ccode 372.ccode 373.ccode 402.ccode 404.ccode
{col 23}411.ccode 420.ccode 432.ccode 433.ccode 434.ccode
{col 23}435.ccode 436.ccode 437.ccode 438.ccode 439.ccode
{col 23}450.ccode 451.ccode 452.ccode 461.ccode 471.ccode
{col 23}475.ccode 481.ccode 482.ccode 483.ccode 484.ccode
{col 23}490.ccode 500.ccode 501.ccode 510.ccode 516.ccode
{col 23}517.ccode 522.ccode 530.ccode 540.ccode 541.ccode
{col 23}551.ccode 552.ccode 553.ccode 560.ccode 565.ccode
{col 23}570.ccode 571.ccode 572.ccode 580.ccode 581.ccode
{col 23}600.ccode 615.ccode 616.ccode 620.ccode 625.ccode
{col 23}630.ccode 640.ccode 645.ccode 651.ccode 652.ccode
{col 23}660.ccode 663.ccode 670.ccode 679.ccode 690.ccode
{col 23}694.ccode 698.ccode 700.ccode 701.ccode 702.ccode
{col 23}703.ccode 704.ccode 705.ccode 710.ccode 712.ccode
{col 23}760.ccode 770.ccode 771.ccode 775.ccode 780.ccode
{col 23}790.ccode 800.ccode 811.ccode 812.ccode 816.ccode
{col 23}820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. 
. *** Table A12 (2SLS results for autocratic sample with V-Dem physical violence indicator as outcome variable ***
. ivreg2 v2x_clphy l.v2x_clphy imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1) e_migdppcln v2xcl_acjst v2exl_legitideol actotal i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}24{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2859
{txt}{col 55}F(152,  2706) = {res}61002.18
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 171.1565438{txt}{col 55}Centered R2   = {res}  0.9605
{txt}Total (uncentered) SS   = {res} 564.9029594{txt}{col 55}Uncentered R2 = {res}  0.9880
{txt}Residual SS             = {res} 6.760140914{txt}{col 55}Root MSE      = {res}  .04863

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}       v2x_clphy{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.0328213{col 30}{space 2} .0165251{col 41}{space 1}   -1.99{col 50}{space 3}0.047{col 58}{space 4}-.0652099{col 71}{space 3}-.0004327
{txt}{space 16} {c |}
{space 7}v2x_clphy {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8134475{col 30}{space 2} .0218755{col 41}{space 1}   37.19{col 50}{space 3}0.000{col 58}{space 4} .7705723{col 71}{space 3} .8563228
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0039918{col 30}{space 2}   .01945{col 41}{space 1}    0.21{col 50}{space 3}0.837{col 58}{space 4}-.0341295{col 71}{space 3} .0421131
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2}-.0077734{col 30}{space 2} .0034662{col 41}{space 1}   -2.24{col 50}{space 3}0.025{col 58}{space 4} -.014567{col 71}{space 3}-.0009798
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .2340307{col 30}{space 2} .0363172{col 41}{space 1}    6.44{col 50}{space 3}0.000{col 58}{space 4} .1628502{col 71}{space 3} .3052112
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0106538{col 30}{space 2} .0026698{col 41}{space 1}   -3.99{col 50}{space 3}0.000{col 58}{space 4}-.0158865{col 71}{space 3}-.0054211
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0021805{col 30}{space 2} .0007461{col 41}{space 1}   -2.92{col 50}{space 3}0.003{col 58}{space 4}-.0036429{col 71}{space 3}-.0007181
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1975  {c |}{col 18}{res}{space 2}-.0059694{col 30}{space 2} .0068625{col 41}{space 1}   -0.87{col 50}{space 3}0.384{col 58}{space 4}-.0194196{col 71}{space 3} .0074808
{txt}{space 11}1976  {c |}{col 18}{res}{space 2} .0062006{col 30}{space 2} .0056149{col 41}{space 1}    1.10{col 50}{space 3}0.269{col 58}{space 4}-.0048045{col 71}{space 3} .0172057
{txt}{space 11}1977  {c |}{col 18}{res}{space 2} .0103423{col 30}{space 2}  .006087{col 41}{space 1}    1.70{col 50}{space 3}0.089{col 58}{space 4} -.001588{col 71}{space 3} .0222726
{txt}{space 11}1978  {c |}{col 18}{res}{space 2}  .009955{col 30}{space 2} .0056688{col 41}{space 1}    1.76{col 50}{space 3}0.079{col 58}{space 4}-.0011556{col 71}{space 3} .0210656
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0147736{col 30}{space 2} .0067584{col 41}{space 1}    2.19{col 50}{space 3}0.029{col 58}{space 4} .0015273{col 71}{space 3} .0280199
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0264381{col 30}{space 2} .0094624{col 41}{space 1}    2.79{col 50}{space 3}0.005{col 58}{space 4} .0078922{col 71}{space 3}  .044984
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0117412{col 30}{space 2} .0069243{col 41}{space 1}    1.70{col 50}{space 3}0.090{col 58}{space 4}-.0018301{col 71}{space 3} .0253125
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0069038{col 30}{space 2}  .007282{col 41}{space 1}    0.95{col 50}{space 3}0.343{col 58}{space 4}-.0073687{col 71}{space 3} .0211763
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0130589{col 30}{space 2} .0065121{col 41}{space 1}    2.01{col 50}{space 3}0.045{col 58}{space 4} .0002954{col 71}{space 3} .0258224
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0059483{col 30}{space 2}  .007516{col 41}{space 1}    0.79{col 50}{space 3}0.429{col 58}{space 4}-.0087827{col 71}{space 3} .0206794
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0129774{col 30}{space 2} .0056855{col 41}{space 1}    2.28{col 50}{space 3}0.022{col 58}{space 4} .0018341{col 71}{space 3} .0241208
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .0155117{col 30}{space 2} .0062431{col 41}{space 1}    2.48{col 50}{space 3}0.013{col 58}{space 4} .0032753{col 71}{space 3}  .027748
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0226786{col 30}{space 2} .0077241{col 41}{space 1}    2.94{col 50}{space 3}0.003{col 58}{space 4} .0075397{col 71}{space 3} .0378176
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .0135204{col 30}{space 2} .0077758{col 41}{space 1}    1.74{col 50}{space 3}0.082{col 58}{space 4}  -.00172{col 71}{space 3} .0287607
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0162806{col 30}{space 2} .0080284{col 41}{space 1}    2.03{col 50}{space 3}0.043{col 58}{space 4} .0005453{col 71}{space 3} .0320159
{txt}{space 11}1990  {c |}{col 18}{res}{space 2} .0441856{col 30}{space 2} .0120441{col 41}{space 1}    3.67{col 50}{space 3}0.000{col 58}{space 4} .0205796{col 71}{space 3} .0677916
{txt}{space 11}1991  {c |}{col 18}{res}{space 2} .0346249{col 30}{space 2} .0083174{col 41}{space 1}    4.16{col 50}{space 3}0.000{col 58}{space 4}  .018323{col 71}{space 3} .0509267
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0225518{col 30}{space 2} .0078272{col 41}{space 1}    2.88{col 50}{space 3}0.004{col 58}{space 4} .0072108{col 71}{space 3} .0378929
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0099035{col 30}{space 2} .0067067{col 41}{space 1}    1.48{col 50}{space 3}0.140{col 58}{space 4}-.0032414{col 71}{space 3} .0230484
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0018131{col 30}{space 2}  .010315{col 41}{space 1}    0.18{col 50}{space 3}0.860{col 58}{space 4}-.0184039{col 71}{space 3} .0220301
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0227887{col 30}{space 2} .0099318{col 41}{space 1}    2.29{col 50}{space 3}0.022{col 58}{space 4} .0033228{col 71}{space 3} .0422546
{txt}{space 11}1996  {c |}{col 18}{res}{space 2} .0157797{col 30}{space 2}  .007495{col 41}{space 1}    2.11{col 50}{space 3}0.035{col 58}{space 4} .0010898{col 71}{space 3} .0304695
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0059693{col 30}{space 2} .0085813{col 41}{space 1}    0.70{col 50}{space 3}0.487{col 58}{space 4}-.0108497{col 71}{space 3} .0227882
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0150735{col 30}{space 2} .0063891{col 41}{space 1}    2.36{col 50}{space 3}0.018{col 58}{space 4} .0025512{col 71}{space 3} .0275959
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .0118574{col 30}{space 2} .0079915{col 41}{space 1}    1.48{col 50}{space 3}0.138{col 58}{space 4}-.0038057{col 71}{space 3} .0275206
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .0235631{col 30}{space 2} .0088975{col 41}{space 1}    2.65{col 50}{space 3}0.008{col 58}{space 4} .0061243{col 71}{space 3}  .041002
{txt}{space 11}2001  {c |}{col 18}{res}{space 2} .0165285{col 30}{space 2} .0075976{col 41}{space 1}    2.18{col 50}{space 3}0.030{col 58}{space 4} .0016374{col 71}{space 3} .0314195
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .0164457{col 30}{space 2} .0091689{col 41}{space 1}    1.79{col 50}{space 3}0.073{col 58}{space 4}-.0015251{col 71}{space 3} .0344164
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .0202828{col 30}{space 2} .0085559{col 41}{space 1}    2.37{col 50}{space 3}0.018{col 58}{space 4} .0035136{col 71}{space 3}  .037052
{txt}{space 11}2004  {c |}{col 18}{res}{space 2}  .022195{col 30}{space 2} .0110343{col 41}{space 1}    2.01{col 50}{space 3}0.044{col 58}{space 4} .0005682{col 71}{space 3} .0438218
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{txt}{space 12}732  {c |}{col 18}{res}{space 2} -.079832{col 30}{space 2} .0217797{col 41}{space 1}   -3.67{col 50}{space 3}0.000{col 58}{space 4}-.1225195{col 71}{space 3}-.0371445
{txt}{space 12}760  {c |}{col 18}{res}{space 2}-.2114355{col 30}{space 2} .0371705{col 41}{space 1}   -5.69{col 50}{space 3}0.000{col 58}{space 4}-.2842883{col 71}{space 3}-.1385827
{txt}{space 12}770  {c |}{col 18}{res}{space 2}-.0830191{col 30}{space 2} .0172594{col 41}{space 1}   -4.81{col 50}{space 3}0.000{col 58}{space 4}-.1168469{col 71}{space 3}-.0491914
{txt}{space 12}771  {c |}{col 18}{res}{space 2}-.0828033{col 30}{space 2} .0188502{col 41}{space 1}   -4.39{col 50}{space 3}0.000{col 58}{space 4} -.119749{col 71}{space 3}-.0458577
{txt}{space 12}775  {c |}{col 18}{res}{space 2}-.0364403{col 30}{space 2} .0149398{col 41}{space 1}   -2.44{col 50}{space 3}0.015{col 58}{space 4}-.0657217{col 71}{space 3}-.0071588
{txt}{space 12}780  {c |}{col 18}{res}{space 2}-.0815828{col 30}{space 2} .0237991{col 41}{space 1}   -3.43{col 50}{space 3}0.001{col 58}{space 4}-.1282282{col 71}{space 3}-.0349373
{txt}{space 12}790  {c |}{col 18}{res}{space 2}-.0419297{col 30}{space 2} .0180494{col 41}{space 1}   -2.32{col 50}{space 3}0.020{col 58}{space 4}-.0773059{col 71}{space 3}-.0065534
{txt}{space 12}800  {c |}{col 18}{res}{space 2} -.101686{col 30}{space 2} .0236568{col 41}{space 1}   -4.30{col 50}{space 3}0.000{col 58}{space 4}-.1480524{col 71}{space 3}-.0553195
{txt}{space 12}811  {c |}{col 18}{res}{space 2}-.0645155{col 30}{space 2} .0191893{col 41}{space 1}   -3.36{col 50}{space 3}0.001{col 58}{space 4} -.102126{col 71}{space 3}-.0269051
{txt}{space 12}812  {c |}{col 18}{res}{space 2}-.0702583{col 30}{space 2} .0169973{col 41}{space 1}   -4.13{col 50}{space 3}0.000{col 58}{space 4}-.1035724{col 71}{space 3}-.0369443
{txt}{space 12}816  {c |}{col 18}{res}{space 2}-.0029658{col 30}{space 2} .0162071{col 41}{space 1}   -0.18{col 50}{space 3}0.855{col 58}{space 4}-.0347311{col 71}{space 3} .0287995
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0387615{col 30}{space 2} .0195796{col 41}{space 1}   -1.98{col 50}{space 3}0.048{col 58}{space 4}-.0771368{col 71}{space 3}-.0003862
{txt}{space 12}840  {c |}{col 18}{res}{space 2}-.0286946{col 30}{space 2} .0152428{col 41}{space 1}   -1.88{col 50}{space 3}0.060{col 58}{space 4}-.0585699{col 71}{space 3} .0011807
{txt}{space 12}850  {c |}{col 18}{res}{space 2} -.099958{col 30}{space 2} .0203409{col 41}{space 1}   -4.91{col 50}{space 3}0.000{col 58}{space 4}-.1398254{col 71}{space 3}-.0600906
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2} .1126847{col 30}{space 2}  .030557{col 41}{space 1}    3.69{col 50}{space 3}0.000{col 58}{space 4}  .052794{col 71}{space 3} .1725753
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  69.042
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  59.915
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  64.868
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.v2x_clphy imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal 1975.year 1976.year 1977.year
{col 23}1978.year 1979.year 1980.year 1981.year 1982.year
{col 23}1983.year 1984.year 1985.year 1986.year 1987.year
{col 23}1988.year 1989.year 1990.year 1991.year 1992.year
{col 23}1993.year 1994.year 1995.year 1996.year 1997.year
{col 23}1998.year 1999.year 2000.year 2001.year 2002.year
{col 23}2003.year 2004.year 2005.year 2006.year 2007.year
{col 23}2008.year 2009.year 2010.year 2011.year 2012.year
{col 23}2013.year 2014.year 70.ccode 90.ccode 91.ccode 92.ccode
{col 23}93.ccode 95.ccode 130.ccode 135.ccode 140.ccode 145.ccode
{col 23}150.ccode 155.ccode 160.ccode 165.ccode 290.ccode
{col 23}310.ccode 339.ccode 346.ccode 355.ccode 360.ccode
{col 23}365.ccode 370.ccode 372.ccode 373.ccode 402.ccode
{col 23}404.ccode 411.ccode 420.ccode 432.ccode 433.ccode
{col 23}434.ccode 435.ccode 436.ccode 437.ccode 438.ccode
{col 23}439.ccode 450.ccode 451.ccode 452.ccode 461.ccode
{col 23}471.ccode 475.ccode 481.ccode 482.ccode 483.ccode
{col 23}484.ccode 490.ccode 500.ccode 501.ccode 510.ccode
{col 23}516.ccode 517.ccode 522.ccode 530.ccode 540.ccode
{col 23}541.ccode 551.ccode 552.ccode 553.ccode 560.ccode
{col 23}565.ccode 570.ccode 571.ccode 572.ccode 580.ccode
{col 23}581.ccode 600.ccode 615.ccode 616.ccode 620.ccode
{col 23}625.ccode 630.ccode 640.ccode 645.ccode 651.ccode
{col 23}652.ccode 660.ccode 663.ccode 670.ccode 679.ccode
{col 23}690.ccode 694.ccode 698.ccode 700.ccode 701.ccode
{col 23}702.ccode 703.ccode 704.ccode 705.ccode 710.ccode
{col 23}712.ccode 732.ccode 760.ccode 770.ccode 771.ccode
{col 23}775.ccode 780.ccode 790.ccode 800.ccode 811.ccode
{col 23}812.ccode 816.ccode 820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. ivreg2 v2x_clphy l.v2x_clphy imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1) e_migdppcln v2xcl_acjst v2exl_legitideol actotal debt_crisis ungaidealpoint2 i.year i.ccode, robust 
{txt}Warning: time variable {res}year{txt} has {res}37{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2681
{txt}{col 55}F(153,  2527) = {res}34023.30
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res}   160.64611{txt}{col 55}Centered R2   = {res}  0.9618
{txt}Total (uncentered) SS   = {res} 529.5369862{txt}{col 55}Uncentered R2 = {res}  0.9884
{txt}Residual SS             = {res}  6.13335264{txt}{col 55}Root MSE      = {res}  .04783

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}       v2x_clphy{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2}-.0305245{col 30}{space 2} .0169152{col 41}{space 1}   -1.80{col 50}{space 3}0.071{col 58}{space 4}-.0636776{col 71}{space 3} .0026287
{txt}{space 16} {c |}
{space 7}v2x_clphy {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8158149{col 30}{space 2} .0232951{col 41}{space 1}   35.02{col 50}{space 3}0.000{col 58}{space 4} .7701572{col 71}{space 3} .8614725
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2} .0014379{col 30}{space 2} .0198709{col 41}{space 1}    0.07{col 50}{space 3}0.942{col 58}{space 4}-.0375084{col 71}{space 3} .0403842
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2}-.0067973{col 30}{space 2}  .003795{col 41}{space 1}   -1.79{col 50}{space 3}0.073{col 58}{space 4}-.0142354{col 71}{space 3} .0006408
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2} .2241498{col 30}{space 2} .0397635{col 41}{space 1}    5.64{col 50}{space 3}0.000{col 58}{space 4} .1462148{col 71}{space 3} .3020848
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0122659{col 30}{space 2} .0030015{col 41}{space 1}   -4.09{col 50}{space 3}0.000{col 58}{space 4}-.0181487{col 71}{space 3} -.006383
{txt}{space 9}actotal {c |}{col 18}{res}{space 2}-.0022398{col 30}{space 2} .0008314{col 41}{space 1}   -2.69{col 50}{space 3}0.007{col 58}{space 4}-.0038692{col 71}{space 3}-.0006104
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2} .0174459{col 30}{space 2} .0136642{col 41}{space 1}    1.28{col 50}{space 3}0.202{col 58}{space 4}-.0093355{col 71}{space 3} .0442273
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0022636{col 30}{space 2} .0039232{col 41}{space 1}    0.58{col 50}{space 3}0.564{col 58}{space 4}-.0054257{col 71}{space 3} .0099529
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1975  {c |}{col 18}{res}{space 2}-.0062831{col 30}{space 2} .0069405{col 41}{space 1}   -0.91{col 50}{space 3}0.365{col 58}{space 4}-.0198862{col 71}{space 3}   .00732
{txt}{space 11}1976  {c |}{col 18}{res}{space 2} .0056083{col 30}{space 2} .0056146{col 41}{space 1}    1.00{col 50}{space 3}0.318{col 58}{space 4}-.0053961{col 71}{space 3} .0166127
{txt}{space 11}1977  {c |}{col 18}{res}{space 2} .0091052{col 30}{space 2} .0060676{col 41}{space 1}    1.50{col 50}{space 3}0.133{col 58}{space 4} -.002787{col 71}{space 3} .0209974
{txt}{space 11}1978  {c |}{col 18}{res}{space 2} .0101949{col 30}{space 2} .0056954{col 41}{space 1}    1.79{col 50}{space 3}0.073{col 58}{space 4}-.0009679{col 71}{space 3} .0213577
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0149177{col 30}{space 2} .0069748{col 41}{space 1}    2.14{col 50}{space 3}0.032{col 58}{space 4} .0012473{col 71}{space 3} .0285881
{txt}{space 11}1980  {c |}{col 18}{res}{space 2} .0259318{col 30}{space 2} .0095924{col 41}{space 1}    2.70{col 50}{space 3}0.007{col 58}{space 4}  .007131{col 71}{space 3} .0447327
{txt}{space 11}1981  {c |}{col 18}{res}{space 2} .0117329{col 30}{space 2} .0072655{col 41}{space 1}    1.61{col 50}{space 3}0.106{col 58}{space 4}-.0025073{col 71}{space 3} .0259731
{txt}{space 11}1982  {c |}{col 18}{res}{space 2} .0062358{col 30}{space 2} .0075826{col 41}{space 1}    0.82{col 50}{space 3}0.411{col 58}{space 4}-.0086259{col 71}{space 3} .0210975
{txt}{space 11}1983  {c |}{col 18}{res}{space 2} .0111808{col 30}{space 2} .0069986{col 41}{space 1}    1.60{col 50}{space 3}0.110{col 58}{space 4}-.0025362{col 71}{space 3} .0248977
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0056937{col 30}{space 2} .0079677{col 41}{space 1}    0.71{col 50}{space 3}0.475{col 58}{space 4}-.0099227{col 71}{space 3} .0213102
{txt}{space 11}1985  {c |}{col 18}{res}{space 2} .0131494{col 30}{space 2} .0061627{col 41}{space 1}    2.13{col 50}{space 3}0.033{col 58}{space 4} .0010708{col 71}{space 3} .0252281
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} .0151019{col 30}{space 2} .0067852{col 41}{space 1}    2.23{col 50}{space 3}0.026{col 58}{space 4} .0018032{col 71}{space 3} .0284006
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} .0214229{col 30}{space 2} .0080772{col 41}{space 1}    2.65{col 50}{space 3}0.008{col 58}{space 4}  .005592{col 71}{space 3} .0372538
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .0137777{col 30}{space 2} .0085161{col 41}{space 1}    1.62{col 50}{space 3}0.106{col 58}{space 4}-.0029136{col 71}{space 3} .0304691
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} .0161526{col 30}{space 2} .0089853{col 41}{space 1}    1.80{col 50}{space 3}0.072{col 58}{space 4}-.0014584{col 71}{space 3} .0337635
{txt}{space 11}1990  {c |}{col 18}{res}{space 2} .0421071{col 30}{space 2} .0126073{col 41}{space 1}    3.34{col 50}{space 3}0.001{col 58}{space 4} .0173973{col 71}{space 3} .0668168
{txt}{space 11}1991  {c |}{col 18}{res}{space 2} .0361078{col 30}{space 2} .0095739{col 41}{space 1}    3.77{col 50}{space 3}0.000{col 58}{space 4} .0173433{col 71}{space 3} .0548723
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0247588{col 30}{space 2} .0088765{col 41}{space 1}    2.79{col 50}{space 3}0.005{col 58}{space 4} .0073611{col 71}{space 3} .0421564
{txt}{space 11}1993  {c |}{col 18}{res}{space 2}  .009935{col 30}{space 2} .0077137{col 41}{space 1}    1.29{col 50}{space 3}0.198{col 58}{space 4}-.0051835{col 71}{space 3} .0250535
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0018618{col 30}{space 2}  .011554{col 41}{space 1}    0.16{col 50}{space 3}0.872{col 58}{space 4}-.0207836{col 71}{space 3} .0245072
{txt}{space 11}1995  {c |}{col 18}{res}{space 2} .0241539{col 30}{space 2} .0109491{col 41}{space 1}    2.21{col 50}{space 3}0.027{col 58}{space 4}  .002694{col 71}{space 3} .0456138
{txt}{space 11}1996  {c |}{col 18}{res}{space 2} .0169253{col 30}{space 2} .0089189{col 41}{space 1}    1.90{col 50}{space 3}0.058{col 58}{space 4}-.0005554{col 71}{space 3}  .034406
{txt}{space 11}1997  {c |}{col 18}{res}{space 2} .0087235{col 30}{space 2} .0100642{col 41}{space 1}    0.87{col 50}{space 3}0.386{col 58}{space 4} -.011002{col 71}{space 3} .0284489
{txt}{space 11}1998  {c |}{col 18}{res}{space 2} .0155562{col 30}{space 2} .0079027{col 41}{space 1}    1.97{col 50}{space 3}0.049{col 58}{space 4} .0000671{col 71}{space 3} .0310452
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .0159415{col 30}{space 2} .0097009{col 41}{space 1}    1.64{col 50}{space 3}0.100{col 58}{space 4}-.0030719{col 71}{space 3}  .034955
{txt}{space 11}2000  {c |}{col 18}{res}{space 2} .0261849{col 30}{space 2} .0099416{col 41}{space 1}    2.63{col 50}{space 3}0.008{col 58}{space 4} .0066997{col 71}{space 3} .0456701
{txt}{space 11}2001  {c |}{col 18}{res}{space 2}  .020022{col 30}{space 2} .0092637{col 41}{space 1}    2.16{col 50}{space 3}0.031{col 58}{space 4} .0018654{col 71}{space 3} .0381785
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .0178185{col 30}{space 2}  .011028{col 41}{space 1}    1.62{col 50}{space 3}0.106{col 58}{space 4} -.003796{col 71}{space 3} .0394329
{txt}{space 11}2003  {c |}{col 18}{res}{space 2} .0154064{col 30}{space 2} .0077545{col 41}{space 1}    1.99{col 50}{space 3}0.047{col 58}{space 4} .0002078{col 71}{space 3}  .030605
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .0234053{col 30}{space 2} .0123969{col 41}{space 1}    1.89{col 50}{space 3}0.059{col 58}{space 4}-.0008923{col 71}{space 3} .0477028
{txt}{space 11}2005  {c |}{col 18}{res}{space 2}  .009779{col 30}{space 2} .0078134{col 41}{space 1}    1.25{col 50}{space 3}0.211{col 58}{space 4}-.0055349{col 71}{space 3}  .025093
{txt}{space 11}2006  {c |}{col 18}{res}{space 2} .0167633{col 30}{space 2} .0089839{col 41}{space 1}    1.87{col 50}{space 3}0.062{col 58}{space 4}-.0008448{col 71}{space 3} .0343715
{txt}{space 11}2007  {c |}{col 18}{res}{space 2} .0172064{col 30}{space 2} .0078838{col 41}{space 1}    2.18{col 50}{space 3}0.029{col 58}{space 4} .0017544{col 71}{space 3} .0326584
{txt}{space 11}2008  {c |}{col 18}{res}{space 2}  .014156{col 30}{space 2} .0072563{col 41}{space 1}    1.95{col 50}{space 3}0.051{col 58}{space 4}-.0000661{col 71}{space 3} .0283781
{txt}{space 11}2009  {c |}{col 18}{res}{space 2} .0189071{col 30}{space 2} .0083618{col 41}{space 1}    2.26{col 50}{space 3}0.024{col 58}{space 4} .0025182{col 71}{space 3}  .035296
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .0262713{col 30}{space 2} .0102063{col 41}{space 1}    2.57{col 50}{space 3}0.010{col 58}{space 4} .0062673{col 71}{space 3} .0462753
{txt}{space 11}2011  {c |}{col 18}{res}{space 2} .0195404{col 30}{space 2} .0102594{col 41}{space 1}    1.90{col 50}{space 3}0.057{col 58}{space 4}-.0005677{col 71}{space 3} .0396485
{txt}{space 11}2012  {c |}{col 18}{res}{space 2} .0244621{col 30}{space 2}  .010563{col 41}{space 1}    2.32{col 50}{space 3}0.021{col 58}{space 4}  .003759{col 71}{space 3} .0451651
{txt}{space 11}2013  {c |}{col 18}{res}{space 2} .0358037{col 30}{space 2} .0085404{col 41}{space 1}    4.19{col 50}{space 3}0.000{col 58}{space 4} .0190648{col 71}{space 3} .0525425
{txt}{space 11}2014  {c |}{col 18}{res}{space 2}-.0039603{col 30}{space 2} .0110544{col 41}{space 1}   -0.36{col 50}{space 3}0.720{col 58}{space 4}-.0256265{col 71}{space 3} .0177058
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2}-.0345945{col 30}{space 2} .0187857{col 41}{space 1}   -1.84{col 50}{space 3}0.066{col 58}{space 4}-.0714137{col 71}{space 3} .0022248
{txt}{space 13}90  {c |}{col 18}{res}{space 2}-.0150559{col 30}{space 2} .0162893{col 41}{space 1}   -0.92{col 50}{space 3}0.355{col 58}{space 4}-.0469824{col 71}{space 3} .0168706
{txt}{space 13}91  {c |}{col 18}{res}{space 2}-.0484393{col 30}{space 2} .0246258{col 41}{space 1}   -1.97{col 50}{space 3}0.049{col 58}{space 4}-.0967049{col 71}{space 3}-.0001737
{txt}{space 13}92  {c |}{col 18}{res}{space 2}-.0244057{col 30}{space 2} .0156858{col 41}{space 1}   -1.56{col 50}{space 3}0.120{col 58}{space 4}-.0551493{col 71}{space 3} .0063379
{txt}{space 13}93  {c |}{col 18}{res}{space 2} .0126506{col 30}{space 2}   .04145{col 41}{space 1}    0.31{col 50}{space 3}0.760{col 58}{space 4}-.0685899{col 71}{space 3} .0938911
{txt}{space 13}95  {c |}{col 18}{res}{space 2}-.0703072{col 30}{space 2} .0174214{col 41}{space 1}   -4.04{col 50}{space 3}0.000{col 58}{space 4}-.1044525{col 71}{space 3} -.036162
{txt}{space 12}130  {c |}{col 18}{res}{space 2}-.0028803{col 30}{space 2} .0178062{col 41}{space 1}   -0.16{col 50}{space 3}0.871{col 58}{space 4}-.0377799{col 71}{space 3} .0320193
{txt}{space 12}135  {c |}{col 18}{res}{space 2}-.0779624{col 30}{space 2} .0236081{col 41}{space 1}   -3.30{col 50}{space 3}0.001{col 58}{space 4}-.1242333{col 71}{space 3}-.0316914
{txt}{space 12}140  {c |}{col 18}{res}{space 2}-.0504652{col 30}{space 2} .0183407{col 41}{space 1}   -2.75{col 50}{space 3}0.006{col 58}{space 4}-.0864122{col 71}{space 3}-.0145181
{txt}{space 12}145  {c |}{col 18}{res}{space 2}-.0697288{col 30}{space 2} .0177126{col 41}{space 1}   -3.94{col 50}{space 3}0.000{col 58}{space 4}-.1044448{col 71}{space 3}-.0350128
{txt}{space 12}150  {c |}{col 18}{res}{space 2}-.0536776{col 30}{space 2} .0171555{col 41}{space 1}   -3.13{col 50}{space 3}0.002{col 58}{space 4}-.0873017{col 71}{space 3}-.0200536
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{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2} .1043317{col 30}{space 2} .0332198{col 41}{space 1}    3.14{col 50}{space 3}0.002{col 58}{space 4} .0392221{col 71}{space 3} .1694413
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  65.547
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  60.796
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  62.811
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.v2x_clphy imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol actotal debt_crisis ungaidealpoint2
{col 23}1975.year 1976.year 1977.year 1978.year 1979.year
{col 23}1980.year 1981.year 1982.year 1983.year 1984.year
{col 23}1985.year 1986.year 1987.year 1988.year 1989.year
{col 23}1990.year 1991.year 1992.year 1993.year 1994.year
{col 23}1995.year 1996.year 1997.year 1998.year 1999.year
{col 23}2000.year 2001.year 2002.year 2003.year 2004.year
{col 23}2005.year 2006.year 2007.year 2008.year 2009.year
{col 23}2010.year 2011.year 2012.year 2013.year 2014.year 70.ccode
{col 23}90.ccode 91.ccode 92.ccode 93.ccode 95.ccode 130.ccode
{col 23}135.ccode 140.ccode 145.ccode 150.ccode 155.ccode
{col 23}160.ccode 165.ccode 290.ccode 310.ccode 339.ccode
{col 23}346.ccode 355.ccode 360.ccode 365.ccode 370.ccode
{col 23}372.ccode 373.ccode 402.ccode 404.ccode 411.ccode
{col 23}420.ccode 432.ccode 433.ccode 434.ccode 435.ccode
{col 23}436.ccode 437.ccode 438.ccode 439.ccode 450.ccode
{col 23}451.ccode 452.ccode 461.ccode 471.ccode 475.ccode
{col 23}481.ccode 482.ccode 483.ccode 484.ccode 490.ccode
{col 23}500.ccode 501.ccode 510.ccode 516.ccode 517.ccode
{col 23}522.ccode 530.ccode 540.ccode 541.ccode 551.ccode
{col 23}552.ccode 553.ccode 560.ccode 565.ccode 570.ccode
{col 23}571.ccode 572.ccode 580.ccode 581.ccode 600.ccode
{col 23}615.ccode 616.ccode 620.ccode 625.ccode 630.ccode
{col 23}640.ccode 645.ccode 651.ccode 652.ccode 660.ccode
{col 23}663.ccode 670.ccode 679.ccode 690.ccode 694.ccode
{col 23}698.ccode 700.ccode 701.ccode 702.ccode 703.ccode
{col 23}704.ccode 705.ccode 710.ccode 712.ccode 760.ccode
{col 23}770.ccode 771.ccode 775.ccode 780.ccode 790.ccode
{col 23}800.ccode 811.ccode 812.ccode 816.ccode 820.ccode
{col 23}840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}.   
. *** Table A13 (placebo-style test, 2SLS results for autocratic sample with non-state violence as outcome variable) ***
. ivreg2 v2caviol  l.v2caviol imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol v2cagenmob i.year i.ccode, robust
{txt}Warning: time variable {res}year{txt} has {res}15{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    2100
{txt}{col 55}F(129,  1970) = {res} 1402.06
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 3522.602179{txt}{col 55}Centered R2   = {res}  0.9342
{txt}Total (uncentered) SS   = {res}  3522.64824{txt}{col 55}Uncentered R2 = {res}  0.9342
{txt}Residual SS             = {res} 231.9066728{txt}{col 55}Root MSE      = {res}   .3323

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}        v2caviol{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2} .2316223{col 30}{space 2} .1985867{col 41}{space 1}    1.17{col 50}{space 3}0.243{col 58}{space 4}-.1576004{col 71}{space 3}  .620845
{txt}{space 16} {c |}
{space 8}v2caviol {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .8014747{col 30}{space 2} .0216296{col 41}{space 1}   37.05{col 50}{space 3}0.000{col 58}{space 4} .7590814{col 71}{space 3}  .843868
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2}-.2523792{col 30}{space 2}  .262623{col 41}{space 1}   -0.96{col 50}{space 3}0.337{col 58}{space 4}-.7671109{col 71}{space 3} .2623524
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2}-.0304431{col 30}{space 2} .0229723{col 41}{space 1}   -1.33{col 50}{space 3}0.185{col 58}{space 4}-.0754679{col 71}{space 3} .0145818
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2}-.6400609{col 30}{space 2} .1708386{col 41}{space 1}   -3.75{col 50}{space 3}0.000{col 58}{space 4}-.9748984{col 71}{space 3}-.3052235
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}-.0088911{col 30}{space 2} .0159761{col 41}{space 1}   -0.56{col 50}{space 3}0.578{col 58}{space 4}-.0402036{col 71}{space 3} .0224214
{txt}{space 6}v2cagenmob {c |}{col 18}{res}{space 2} .0759971{col 30}{space 2} .0146861{col 41}{space 1}    5.17{col 50}{space 3}0.000{col 58}{space 4}  .047213{col 71}{space 3} .1047813
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1975  {c |}{col 18}{res}{space 2}-.0053955{col 30}{space 2} .0634707{col 41}{space 1}   -0.09{col 50}{space 3}0.932{col 58}{space 4}-.1297958{col 71}{space 3} .1190047
{txt}{space 11}1976  {c |}{col 18}{res}{space 2} .0156294{col 30}{space 2} .0578785{col 41}{space 1}    0.27{col 50}{space 3}0.787{col 58}{space 4}-.0978104{col 71}{space 3} .1290691
{txt}{space 11}1977  {c |}{col 18}{res}{space 2}-.0292383{col 30}{space 2} .0555725{col 41}{space 1}   -0.53{col 50}{space 3}0.599{col 58}{space 4}-.1381585{col 71}{space 3} .0796818
{txt}{space 11}1978  {c |}{col 18}{res}{space 2} .0001619{col 30}{space 2} .0559003{col 41}{space 1}    0.00{col 50}{space 3}0.998{col 58}{space 4}-.1094006{col 71}{space 3} .1097245
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0100141{col 30}{space 2} .0585098{col 41}{space 1}    0.17{col 50}{space 3}0.864{col 58}{space 4} -.104663{col 71}{space 3} .1246913
{txt}{space 11}1980  {c |}{col 18}{res}{space 2}-.0851429{col 30}{space 2}  .080509{col 41}{space 1}   -1.06{col 50}{space 3}0.290{col 58}{space 4}-.2429377{col 71}{space 3} .0726519
{txt}{space 11}1981  {c |}{col 18}{res}{space 2}-.0762133{col 30}{space 2} .0691409{col 41}{space 1}   -1.10{col 50}{space 3}0.270{col 58}{space 4}-.2117269{col 71}{space 3} .0593004
{txt}{space 11}1982  {c |}{col 18}{res}{space 2}-.0188758{col 30}{space 2} .0532211{col 41}{space 1}   -0.35{col 50}{space 3}0.723{col 58}{space 4}-.1231873{col 71}{space 3} .0854358
{txt}{space 11}1983  {c |}{col 18}{res}{space 2}-.0624143{col 30}{space 2} .0553586{col 41}{space 1}   -1.13{col 50}{space 3}0.260{col 58}{space 4}-.1709152{col 71}{space 3} .0460865
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0066218{col 30}{space 2} .0526371{col 41}{space 1}    0.13{col 50}{space 3}0.900{col 58}{space 4} -.096545{col 71}{space 3} .1097887
{txt}{space 11}1985  {c |}{col 18}{res}{space 2}-.0562994{col 30}{space 2} .0460707{col 41}{space 1}   -1.22{col 50}{space 3}0.222{col 58}{space 4}-.1465964{col 71}{space 3} .0339975
{txt}{space 11}1986  {c |}{col 18}{res}{space 2}-.0272189{col 30}{space 2} .0534427{col 41}{space 1}   -0.51{col 50}{space 3}0.611{col 58}{space 4}-.1319647{col 71}{space 3} .0775268
{txt}{space 11}1987  {c |}{col 18}{res}{space 2} -.049074{col 30}{space 2} .0472371{col 41}{space 1}   -1.04{col 50}{space 3}0.299{col 58}{space 4} -.141657{col 71}{space 3} .0435089
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .0023542{col 30}{space 2} .0743584{col 41}{space 1}    0.03{col 50}{space 3}0.975{col 58}{space 4}-.1433857{col 71}{space 3}  .148094
{txt}{space 11}1989  {c |}{col 18}{res}{space 2} -.038261{col 30}{space 2} .0601853{col 41}{space 1}   -0.64{col 50}{space 3}0.525{col 58}{space 4}-.1562221{col 71}{space 3} .0797001
{txt}{space 11}1990  {c |}{col 18}{res}{space 2} .0213638{col 30}{space 2} .1016608{col 41}{space 1}    0.21{col 50}{space 3}0.834{col 58}{space 4}-.1778877{col 71}{space 3} .2206153
{txt}{space 11}1991  {c |}{col 18}{res}{space 2} -.027943{col 30}{space 2} .0735341{col 41}{space 1}   -0.38{col 50}{space 3}0.704{col 58}{space 4}-.1720671{col 71}{space 3} .1161811
{txt}{space 11}1992  {c |}{col 18}{res}{space 2}  .023606{col 30}{space 2} .0715778{col 41}{space 1}    0.33{col 50}{space 3}0.742{col 58}{space 4}-.1166839{col 71}{space 3} .1638958
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0082847{col 30}{space 2} .0688001{col 41}{space 1}    0.12{col 50}{space 3}0.904{col 58}{space 4} -.126561{col 71}{space 3} .1431304
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0340419{col 30}{space 2} .0574819{col 41}{space 1}    0.59{col 50}{space 3}0.554{col 58}{space 4}-.0786206{col 71}{space 3} .1467044
{txt}{space 11}1995  {c |}{col 18}{res}{space 2}-.1066887{col 30}{space 2} .0708858{col 41}{space 1}   -1.51{col 50}{space 3}0.132{col 58}{space 4}-.2456224{col 71}{space 3}  .032245
{txt}{space 11}1996  {c |}{col 18}{res}{space 2}-.0440292{col 30}{space 2} .0565295{col 41}{space 1}   -0.78{col 50}{space 3}0.436{col 58}{space 4} -.154825{col 71}{space 3} .0667666
{txt}{space 11}1997  {c |}{col 18}{res}{space 2}-.0202354{col 30}{space 2} .0500727{col 41}{space 1}   -0.40{col 50}{space 3}0.686{col 58}{space 4}-.1183761{col 71}{space 3} .0779052
{txt}{space 11}1998  {c |}{col 18}{res}{space 2}-.0030542{col 30}{space 2} .0470341{col 41}{space 1}   -0.06{col 50}{space 3}0.948{col 58}{space 4}-.0952394{col 71}{space 3}  .089131
{txt}{space 11}1999  {c |}{col 18}{res}{space 2} .0628177{col 30}{space 2} .0528372{col 41}{space 1}    1.19{col 50}{space 3}0.234{col 58}{space 4}-.0407414{col 71}{space 3} .1663768
{txt}{space 11}2000  {c |}{col 18}{res}{space 2}-.0292827{col 30}{space 2}  .072873{col 41}{space 1}   -0.40{col 50}{space 3}0.688{col 58}{space 4} -.172111{col 71}{space 3} .1135457
{txt}{space 11}2001  {c |}{col 18}{res}{space 2}-.0376901{col 30}{space 2} .0494694{col 41}{space 1}   -0.76{col 50}{space 3}0.446{col 58}{space 4}-.1346484{col 71}{space 3} .0592682
{txt}{space 11}2002  {c |}{col 18}{res}{space 2} .0100627{col 30}{space 2} .0507231{col 41}{space 1}    0.20{col 50}{space 3}0.843{col 58}{space 4}-.0893528{col 71}{space 3} .1094783
{txt}{space 11}2003  {c |}{col 18}{res}{space 2}-.0082256{col 30}{space 2} .0623941{col 41}{space 1}   -0.13{col 50}{space 3}0.895{col 58}{space 4}-.1305158{col 71}{space 3} .1140646
{txt}{space 11}2004  {c |}{col 18}{res}{space 2} .0183742{col 30}{space 2} .0598361{col 41}{space 1}    0.31{col 50}{space 3}0.759{col 58}{space 4}-.0989024{col 71}{space 3} .1356508
{txt}{space 11}2005  {c |}{col 18}{res}{space 2} .0564126{col 30}{space 2} .0712829{col 41}{space 1}    0.79{col 50}{space 3}0.429{col 58}{space 4}-.0832994{col 71}{space 3} .1961246
{txt}{space 11}2006  {c |}{col 18}{res}{space 2}-.0517032{col 30}{space 2} .0876193{col 41}{space 1}   -0.59{col 50}{space 3}0.555{col 58}{space 4}-.2234339{col 71}{space 3} .1200276
{txt}{space 11}2007  {c |}{col 18}{res}{space 2}  .006984{col 30}{space 2} .0718602{col 41}{space 1}    0.10{col 50}{space 3}0.923{col 58}{space 4}-.1338594{col 71}{space 3} .1478274
{txt}{space 11}2008  {c |}{col 18}{res}{space 2} .0631841{col 30}{space 2} .0668477{col 41}{space 1}    0.95{col 50}{space 3}0.345{col 58}{space 4}-.0678351{col 71}{space 3} .1942033
{txt}{space 11}2009  {c |}{col 18}{res}{space 2}-.0352237{col 30}{space 2} .0551794{col 41}{space 1}   -0.64{col 50}{space 3}0.523{col 58}{space 4}-.1433733{col 71}{space 3}  .072926
{txt}{space 11}2010  {c |}{col 18}{res}{space 2} .0614182{col 30}{space 2}  .081862{col 41}{space 1}    0.75{col 50}{space 3}0.453{col 58}{space 4}-.0990283{col 71}{space 3} .2218647
{txt}{space 11}2011  {c |}{col 18}{res}{space 2} .2118911{col 30}{space 2}  .141126{col 41}{space 1}    1.50{col 50}{space 3}0.133{col 58}{space 4}-.0647107{col 71}{space 3}  .488493
{txt}{space 11}2012  {c |}{col 18}{res}{space 2}-.0292548{col 30}{space 2} .0735638{col 41}{space 1}   -0.40{col 50}{space 3}0.691{col 58}{space 4}-.1734371{col 71}{space 3} .1149276
{txt}{space 11}2013  {c |}{col 18}{res}{space 2} .0979197{col 30}{space 2} .0800012{col 41}{space 1}    1.22{col 50}{space 3}0.221{col 58}{space 4}-.0588798{col 71}{space 3} .2547192
{txt}{space 11}2014  {c |}{col 18}{res}{space 2} .0869621{col 30}{space 2} .0987161{col 41}{space 1}    0.88{col 50}{space 3}0.378{col 58}{space 4}-.1065179{col 71}{space 3}  .280442
{txt}{space 16} {c |}
{space 11}ccode {c |}
{space 13}70  {c |}{col 18}{res}{space 2} -.375033{col 30}{space 2} .1232534{col 41}{space 1}   -3.04{col 50}{space 3}0.002{col 58}{space 4}-.6166053{col 71}{space 3}-.1334607
{txt}{space 13}90  {c |}{col 18}{res}{space 2} .2618891{col 30}{space 2} .0742394{col 41}{space 1}    3.53{col 50}{space 3}0.000{col 58}{space 4} .1163825{col 71}{space 3} .4073957
{txt}{space 13}95  {c |}{col 18}{res}{space 2}-.3053989{col 30}{space 2}  .079208{col 41}{space 1}   -3.86{col 50}{space 3}0.000{col 58}{space 4}-.4606437{col 71}{space 3}-.1501541
{txt}{space 12}130  {c |}{col 18}{res}{space 2} -.454661{col 30}{space 2} .1342132{col 41}{space 1}   -3.39{col 50}{space 3}0.001{col 58}{space 4} -.717714{col 71}{space 3}-.1916079
{txt}{space 12}135  {c |}{col 18}{res}{space 2}-.3976826{col 30}{space 2} .1775393{col 41}{space 1}   -2.24{col 50}{space 3}0.025{col 58}{space 4}-.7456533{col 71}{space 3} -.049712
{txt}{space 12}145  {c |}{col 18}{res}{space 2} -.272966{col 30}{space 2} .1197505{col 41}{space 1}   -2.28{col 50}{space 3}0.023{col 58}{space 4}-.5076726{col 71}{space 3}-.0382594
{txt}{space 12}150  {c |}{col 18}{res}{space 2}-.1640561{col 30}{space 2} .1049253{col 41}{space 1}   -1.56{col 50}{space 3}0.118{col 58}{space 4}-.3697059{col 71}{space 3} .0415936
{txt}{space 12}155  {c |}{col 18}{res}{space 2}-.0136179{col 30}{space 2} .1374732{col 41}{space 1}   -0.10{col 50}{space 3}0.921{col 58}{space 4}-.2830603{col 71}{space 3} .2558246
{txt}{space 12}165  {c |}{col 18}{res}{space 2}-.3769791{col 30}{space 2} .1781257{col 41}{space 1}   -2.12{col 50}{space 3}0.034{col 58}{space 4} -.726099{col 71}{space 3}-.0278592
{txt}{space 12}290  {c |}{col 18}{res}{space 2}-.4978729{col 30}{space 2} .1185388{col 41}{space 1}   -4.20{col 50}{space 3}0.000{col 58}{space 4}-.7302047{col 71}{space 3} -.265541
{txt}{space 12}310  {c |}{col 18}{res}{space 2}-.4908021{col 30}{space 2} .1505638{col 41}{space 1}   -3.26{col 50}{space 3}0.001{col 58}{space 4}-.7859018{col 71}{space 3}-.1957024
{txt}{space 12}339  {c |}{col 18}{res}{space 2}-.5632163{col 30}{space 2}   .13689{col 41}{space 1}   -4.11{col 50}{space 3}0.000{col 58}{space 4}-.8315157{col 71}{space 3}-.2949169
{txt}{space 12}346  {c |}{col 18}{res}{space 2}-.0572299{col 30}{space 2} .1754318{col 41}{space 1}   -0.33{col 50}{space 3}0.744{col 58}{space 4}-.4010699{col 71}{space 3} .2866102
{txt}{space 12}355  {c |}{col 18}{res}{space 2}-.3865381{col 30}{space 2} .1757831{col 41}{space 1}   -2.20{col 50}{space 3}0.028{col 58}{space 4}-.7310667{col 71}{space 3}-.0420094
{txt}{space 12}360  {c |}{col 18}{res}{space 2}-.4979265{col 30}{space 2} .1111371{col 41}{space 1}   -4.48{col 50}{space 3}0.000{col 58}{space 4}-.7157511{col 71}{space 3}-.2801019
{txt}{space 12}365  {c |}{col 18}{res}{space 2}-.1872409{col 30}{space 2} .0981639{col 41}{space 1}   -1.91{col 50}{space 3}0.056{col 58}{space 4}-.3796386{col 71}{space 3} .0051568
{txt}{space 12}370  {c |}{col 18}{res}{space 2}-.4884223{col 30}{space 2} .1634066{col 41}{space 1}   -2.99{col 50}{space 3}0.003{col 58}{space 4}-.8086933{col 71}{space 3}-.1681512
{txt}{space 12}372  {c |}{col 18}{res}{space 2}-.3344926{col 30}{space 2} .1326442{col 41}{space 1}   -2.52{col 50}{space 3}0.012{col 58}{space 4}-.5944705{col 71}{space 3}-.0745148
{txt}{space 12}373  {c |}{col 18}{res}{space 2}-.4151678{col 30}{space 2} .1313555{col 41}{space 1}   -3.16{col 50}{space 3}0.002{col 58}{space 4}-.6726199{col 71}{space 3}-.1577157
{txt}{space 12}402  {c |}{col 18}{res}{space 2}-.0201569{col 30}{space 2} .1065967{col 41}{space 1}   -0.19{col 50}{space 3}0.850{col 58}{space 4}-.2290825{col 71}{space 3} .1887688
{txt}{space 12}403  {c |}{col 18}{res}{space 2}-.3710791{col 30}{space 2} .1170166{col 41}{space 1}   -3.17{col 50}{space 3}0.002{col 58}{space 4}-.6004274{col 71}{space 3}-.1417308
{txt}{space 12}411  {c |}{col 18}{res}{space 2}-.2112552{col 30}{space 2} .1043692{col 41}{space 1}   -2.02{col 50}{space 3}0.043{col 58}{space 4}-.4158151{col 71}{space 3}-.0066953
{txt}{space 12}420  {c |}{col 18}{res}{space 2}-.1170776{col 30}{space 2} .1048147{col 41}{space 1}   -1.12{col 50}{space 3}0.264{col 58}{space 4}-.3225107{col 71}{space 3} .0883555
{txt}{space 12}433  {c |}{col 18}{res}{space 2} .0140903{col 30}{space 2} .1498488{col 41}{space 1}    0.09{col 50}{space 3}0.925{col 58}{space 4} -.279608{col 71}{space 3} .3077887
{txt}{space 12}434  {c |}{col 18}{res}{space 2}-.4504207{col 30}{space 2} .1352394{col 41}{space 1}   -3.33{col 50}{space 3}0.001{col 58}{space 4} -.715485{col 71}{space 3}-.1853564
{txt}{space 12}437  {c |}{col 18}{res}{space 2}-.2912137{col 30}{space 2} .1171054{col 41}{space 1}   -2.49{col 50}{space 3}0.013{col 58}{space 4}-.5207361{col 71}{space 3}-.0616912
{txt}{space 12}438  {c |}{col 18}{res}{space 2}-.4202339{col 30}{space 2} .1445773{col 41}{space 1}   -2.91{col 50}{space 3}0.004{col 58}{space 4}-.7036002{col 71}{space 3}-.1368677
{txt}{space 12}439  {c |}{col 18}{res}{space 2} -.048485{col 30}{space 2} .1302213{col 41}{space 1}   -0.37{col 50}{space 3}0.710{col 58}{space 4} -.303714{col 71}{space 3} .2067441
{txt}{space 12}450  {c |}{col 18}{res}{space 2} .1694492{col 30}{space 2} .1073213{col 41}{space 1}    1.58{col 50}{space 3}0.114{col 58}{space 4}-.0408966{col 71}{space 3}  .379795
{txt}{space 12}451  {c |}{col 18}{res}{space 2}  -.13944{col 30}{space 2} .1159259{col 41}{space 1}   -1.20{col 50}{space 3}0.229{col 58}{space 4}-.3666507{col 71}{space 3} .0877706
{txt}{space 12}452  {c |}{col 18}{res}{space 2}-.3697018{col 30}{space 2} .1446463{col 41}{space 1}   -2.56{col 50}{space 3}0.011{col 58}{space 4}-.6532034{col 71}{space 3}-.0862003
{txt}{space 12}461  {c |}{col 18}{res}{space 2}-.2235836{col 30}{space 2} .0954841{col 41}{space 1}   -2.34{col 50}{space 3}0.019{col 58}{space 4}-.4107289{col 71}{space 3}-.0364382
{txt}{space 12}471  {c |}{col 18}{res}{space 2}-.0957568{col 30}{space 2} .1175161{col 41}{space 1}   -0.81{col 50}{space 3}0.415{col 58}{space 4}-.3260841{col 71}{space 3} .1345705
{txt}{space 12}475  {c |}{col 18}{res}{space 2}-.0599129{col 30}{space 2} .1152061{col 41}{space 1}   -0.52{col 50}{space 3}0.603{col 58}{space 4}-.2857127{col 71}{space 3} .1658869
{txt}{space 12}482  {c |}{col 18}{res}{space 2}-.1791345{col 30}{space 2} .1249449{col 41}{space 1}   -1.43{col 50}{space 3}0.152{col 58}{space 4}-.4240219{col 71}{space 3}  .065753
{txt}{space 12}490  {c |}{col 18}{res}{space 2}-.2096972{col 30}{space 2} .0949191{col 41}{space 1}   -2.21{col 50}{space 3}0.027{col 58}{space 4}-.3957352{col 71}{space 3}-.0236592
{txt}{space 12}500  {c |}{col 18}{res}{space 2} .3075262{col 30}{space 2} .1074271{col 41}{space 1}    2.86{col 50}{space 3}0.004{col 58}{space 4} .0969729{col 71}{space 3} .5180795
{txt}{space 12}510  {c |}{col 18}{res}{space 2}-.3332773{col 30}{space 2}  .107856{col 41}{space 1}   -3.09{col 50}{space 3}0.002{col 58}{space 4}-.5446711{col 71}{space 3}-.1218834
{txt}{space 12}517  {c |}{col 18}{res}{space 2}-.1231869{col 30}{space 2} .1365726{col 41}{space 1}   -0.90{col 50}{space 3}0.367{col 58}{space 4}-.3908643{col 71}{space 3} .1444906
{txt}{space 12}522  {c |}{col 18}{res}{space 2}-.1405883{col 30}{space 2} .1228017{col 41}{space 1}   -1.14{col 50}{space 3}0.252{col 58}{space 4}-.3812753{col 71}{space 3} .1000987
{txt}{space 12}530  {c |}{col 18}{res}{space 2} .0849879{col 30}{space 2} .1196359{col 41}{space 1}    0.71{col 50}{space 3}0.477{col 58}{space 4}-.1494943{col 71}{space 3}   .31947
{txt}{space 12}541  {c |}{col 18}{res}{space 2}-.0539511{col 30}{space 2} .1315648{col 41}{space 1}   -0.41{col 50}{space 3}0.682{col 58}{space 4}-.3118133{col 71}{space 3} .2039111
{txt}{space 12}551  {c |}{col 18}{res}{space 2}-.2320331{col 30}{space 2} .1025849{col 41}{space 1}   -2.26{col 50}{space 3}0.024{col 58}{space 4}-.4330958{col 71}{space 3}-.0309704
{txt}{space 12}552  {c |}{col 18}{res}{space 2} .0802533{col 30}{space 2} .0874043{col 41}{space 1}    0.92{col 50}{space 3}0.359{col 58}{space 4}-.0910559{col 71}{space 3} .2515626
{txt}{space 12}553  {c |}{col 18}{res}{space 2}-.3350681{col 30}{space 2} .1371459{col 41}{space 1}   -2.44{col 50}{space 3}0.015{col 58}{space 4}-.6038691{col 71}{space 3}-.0662671
{txt}{space 12}560  {c |}{col 18}{res}{space 2}-.0112669{col 30}{space 2} .1083394{col 41}{space 1}   -0.10{col 50}{space 3}0.917{col 58}{space 4}-.2236082{col 71}{space 3} .2010745
{txt}{space 12}565  {c |}{col 18}{res}{space 2}-.2803221{col 30}{space 2} .1620002{col 41}{space 1}   -1.73{col 50}{space 3}0.084{col 58}{space 4}-.5978367{col 71}{space 3} .0371926
{txt}{space 12}570  {c |}{col 18}{res}{space 2}-.1444343{col 30}{space 2} .1093074{col 41}{space 1}   -1.32{col 50}{space 3}0.186{col 58}{space 4}-.3586728{col 71}{space 3} .0698043
{txt}{space 12}571  {c |}{col 18}{res}{space 2}-.3210122{col 30}{space 2} .1247082{col 41}{space 1}   -2.57{col 50}{space 3}0.010{col 58}{space 4}-.5654357{col 71}{space 3}-.0765887
{txt}{space 12}572  {c |}{col 18}{res}{space 2}-.2567758{col 30}{space 2} .1248576{col 41}{space 1}   -2.06{col 50}{space 3}0.040{col 58}{space 4}-.5014922{col 71}{space 3}-.0120593
{txt}{space 12}581  {c |}{col 18}{res}{space 2} .0863153{col 30}{space 2} .1051947{col 41}{space 1}    0.82{col 50}{space 3}0.412{col 58}{space 4}-.1198626{col 71}{space 3} .2924932
{txt}{space 12}600  {c |}{col 18}{res}{space 2}-.1066993{col 30}{space 2}  .119816{col 41}{space 1}   -0.89{col 50}{space 3}0.373{col 58}{space 4}-.3415344{col 71}{space 3} .1281358
{txt}{space 12}615  {c |}{col 18}{res}{space 2} .0266995{col 30}{space 2} .1459984{col 41}{space 1}    0.18{col 50}{space 3}0.855{col 58}{space 4}-.2594521{col 71}{space 3}  .312851
{txt}{space 12}616  {c |}{col 18}{res}{space 2}-.0153276{col 30}{space 2}  .123821{col 41}{space 1}   -0.12{col 50}{space 3}0.901{col 58}{space 4}-.2580122{col 71}{space 3} .2273571
{txt}{space 12}620  {c |}{col 18}{res}{space 2}-.2395761{col 30}{space 2} .1450874{col 41}{space 1}   -1.65{col 50}{space 3}0.099{col 58}{space 4}-.5239421{col 71}{space 3} .0447899
{txt}{space 12}625  {c |}{col 18}{res}{space 2}-.2180412{col 30}{space 2}  .083802{col 41}{space 1}   -2.60{col 50}{space 3}0.009{col 58}{space 4}-.3822901{col 71}{space 3}-.0537923
{txt}{space 12}630  {c |}{col 18}{res}{space 2}-.2714019{col 30}{space 2} .1289194{col 41}{space 1}   -2.11{col 50}{space 3}0.035{col 58}{space 4}-.5240794{col 71}{space 3}-.0187244
{txt}{space 12}640  {c |}{col 18}{res}{space 2}-1.607933{col 30}{space 2} .7887162{col 41}{space 1}   -2.04{col 50}{space 3}0.041{col 58}{space 4}-3.153789{col 71}{space 3}-.0620779
{txt}{space 12}651  {c |}{col 18}{res}{space 2}-.2218852{col 30}{space 2} .0969688{col 41}{space 1}   -2.29{col 50}{space 3}0.022{col 58}{space 4}-.4119405{col 71}{space 3}-.0318299
{txt}{space 12}652  {c |}{col 18}{res}{space 2}-.0049794{col 30}{space 2} .1224061{col 41}{space 1}   -0.04{col 50}{space 3}0.968{col 58}{space 4}-.2448909{col 71}{space 3} .2349321
{txt}{space 12}660  {c |}{col 18}{res}{space 2} .1836804{col 30}{space 2} .1162701{col 41}{space 1}    1.58{col 50}{space 3}0.114{col 58}{space 4}-.0442047{col 71}{space 3} .4115655
{txt}{space 12}663  {c |}{col 18}{res}{space 2}-.3132923{col 30}{space 2} .1339574{col 41}{space 1}   -2.34{col 50}{space 3}0.019{col 58}{space 4} -.575844{col 71}{space 3}-.0507405
{txt}{space 12}670  {c |}{col 18}{res}{space 2}-.0934972{col 30}{space 2} .1655973{col 41}{space 1}   -0.56{col 50}{space 3}0.572{col 58}{space 4}-.4180619{col 71}{space 3} .2310674
{txt}{space 12}679  {c |}{col 18}{res}{space 2}-.1321063{col 30}{space 2} .1635036{col 41}{space 1}   -0.81{col 50}{space 3}0.419{col 58}{space 4}-.4525674{col 71}{space 3} .1883549
{txt}{space 12}690  {c |}{col 18}{res}{space 2}-.1250764{col 30}{space 2} .1677544{col 41}{space 1}   -0.75{col 50}{space 3}0.456{col 58}{space 4} -.453869{col 71}{space 3} .2037162
{txt}{space 12}701  {c |}{col 18}{res}{space 2}-.7920904{col 30}{space 2} .1743006{col 41}{space 1}   -4.54{col 50}{space 3}0.000{col 58}{space 4}-1.133713{col 71}{space 3}-.4504676
{txt}{space 12}703  {c |}{col 18}{res}{space 2} -.444633{col 30}{space 2} .1130849{col 41}{space 1}   -3.93{col 50}{space 3}0.000{col 58}{space 4}-.6662753{col 71}{space 3}-.2229907
{txt}{space 12}704  {c |}{col 18}{res}{space 2}-.3422069{col 30}{space 2} .1466781{col 41}{space 1}   -2.33{col 50}{space 3}0.020{col 58}{space 4}-.6296907{col 71}{space 3}-.0547231
{txt}{space 12}705  {c |}{col 18}{res}{space 2} .0199358{col 30}{space 2} .1050468{col 41}{space 1}    0.19{col 50}{space 3}0.849{col 58}{space 4}-.1859521{col 71}{space 3} .2258236
{txt}{space 12}710  {c |}{col 18}{res}{space 2}-.5093998{col 30}{space 2} .1314695{col 41}{space 1}   -3.87{col 50}{space 3}0.000{col 58}{space 4}-.7670752{col 71}{space 3}-.2517243
{txt}{space 12}712  {c |}{col 18}{res}{space 2}-.0961241{col 30}{space 2} .1127973{col 41}{space 1}   -0.85{col 50}{space 3}0.394{col 58}{space 4}-.3172027{col 71}{space 3} .1249545
{txt}{space 12}732  {c |}{col 18}{res}{space 2}-.0290342{col 30}{space 2} .1343537{col 41}{space 1}   -0.22{col 50}{space 3}0.829{col 58}{space 4}-.2923627{col 71}{space 3} .2342942
{txt}{space 12}760  {c |}{col 18}{res}{space 2}-.0917035{col 30}{space 2} .1704793{col 41}{space 1}   -0.54{col 50}{space 3}0.591{col 58}{space 4}-.4258367{col 71}{space 3} .2424298
{txt}{space 12}770  {c |}{col 18}{res}{space 2}-.1080886{col 30}{space 2} .0863495{col 41}{space 1}   -1.25{col 50}{space 3}0.211{col 58}{space 4}-.2773306{col 71}{space 3} .0611534
{txt}{space 12}771  {c |}{col 18}{res}{space 2} .0906058{col 30}{space 2} .1268932{col 41}{space 1}    0.71{col 50}{space 3}0.475{col 58}{space 4}-.1581003{col 71}{space 3}  .339312
{txt}{space 12}780  {c |}{col 18}{res}{space 2}  .006686{col 30}{space 2} .1201819{col 41}{space 1}    0.06{col 50}{space 3}0.956{col 58}{space 4}-.2288661{col 71}{space 3} .2422382
{txt}{space 12}800  {c |}{col 18}{res}{space 2} .0704419{col 30}{space 2} .1525933{col 41}{space 1}    0.46{col 50}{space 3}0.644{col 58}{space 4}-.2286355{col 71}{space 3} .3695192
{txt}{space 12}812  {c |}{col 18}{res}{space 2}-.2755611{col 30}{space 2} .1279058{col 41}{space 1}   -2.15{col 50}{space 3}0.031{col 58}{space 4}-.5262519{col 71}{space 3}-.0248703
{txt}{space 12}816  {c |}{col 18}{res}{space 2}-.6701994{col 30}{space 2} .1424022{col 41}{space 1}   -4.71{col 50}{space 3}0.000{col 58}{space 4}-.9493027{col 71}{space 3}-.3910962
{txt}{space 12}820  {c |}{col 18}{res}{space 2}-.0762781{col 30}{space 2} .1364961{col 41}{space 1}   -0.56{col 50}{space 3}0.576{col 58}{space 4}-.3438056{col 71}{space 3} .1912494
{txt}{space 12}840  {c |}{col 18}{res}{space 2}-.2307576{col 30}{space 2}  .078973{col 41}{space 1}   -2.92{col 50}{space 3}0.003{col 58}{space 4}-.3855419{col 71}{space 3}-.0759732
{txt}{space 12}850  {c |}{col 18}{res}{space 2}-.3029673{col 30}{space 2} .1875529{col 41}{space 1}   -1.62{col 50}{space 3}0.106{col 58}{space 4}-.6705643{col 71}{space 3} .0646296
{txt}{space 16} {c |}
{space 11}_cons {c |}{col 18}{res}{space 2} .7191525{col 30}{space 2} .2304069{col 41}{space 1}    3.12{col 50}{space 3}0.002{col 58}{space 4} .2675634{col 71}{space 3} 1.170742
{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  43.733
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  37.778
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  39.282
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.v2caviol imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol v2cagenmob 1975.year 1976.year 1977.year
{col 23}1978.year 1979.year 1980.year 1981.year 1982.year
{col 23}1983.year 1984.year 1985.year 1986.year 1987.year
{col 23}1988.year 1989.year 1990.year 1991.year 1992.year
{col 23}1993.year 1994.year 1995.year 1996.year 1997.year
{col 23}1998.year 1999.year 2000.year 2001.year 2002.year
{col 23}2003.year 2004.year 2005.year 2006.year 2007.year
{col 23}2008.year 2009.year 2010.year 2011.year 2012.year
{col 23}2013.year 2014.year 70.ccode 90.ccode 95.ccode 130.ccode
{col 23}135.ccode 145.ccode 150.ccode 155.ccode 165.ccode
{col 23}290.ccode 310.ccode 339.ccode 346.ccode 355.ccode
{col 23}360.ccode 365.ccode 370.ccode 372.ccode 373.ccode
{col 23}402.ccode 403.ccode 411.ccode 420.ccode 433.ccode
{col 23}434.ccode 437.ccode 438.ccode 439.ccode 450.ccode
{col 23}451.ccode 452.ccode 461.ccode 471.ccode 475.ccode
{col 23}482.ccode 490.ccode 500.ccode 510.ccode 517.ccode
{col 23}522.ccode 530.ccode 541.ccode 551.ccode 552.ccode
{col 23}553.ccode 560.ccode 565.ccode 570.ccode 571.ccode
{col 23}572.ccode 581.ccode 600.ccode 615.ccode 616.ccode
{col 23}620.ccode 625.ccode 630.ccode 640.ccode 651.ccode
{col 23}652.ccode 660.ccode 663.ccode 670.ccode 679.ccode
{col 23}690.ccode 701.ccode 703.ccode 704.ccode 705.ccode
{col 23}710.ccode 712.ccode 732.ccode 760.ccode 770.ccode
{col 23}771.ccode 780.ccode 800.ccode 812.ccode 816.ccode
{col 23}820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. ivreg2 v2caviol  l.v2caviol imf_movingavg1 (imfprogram_uu= imf_maxlog_liquidity_1)  e_migdppcln v2xcl_acjst v2exl_legitideol v2cagenmob debt_crisis ungaidealpoint2 i.year i.ccode, robust
{txt}Warning: time variable {res}year{txt} has {res}23{txt} gap(s) in relevant range
{res}
{txt}IV (2SLS) estimation
{hline 20}

Estimates efficient for homoskedasticity only
Statistics robust to heteroskedasticity

{col 55}Number of obs = {res}    1970
{txt}{col 55}F(130,  1839) = {res} 5062.72
{txt}{col 55}Prob > F      = {res}  0.0000
{txt}Total (centered) SS     = {res} 3232.421479{txt}{col 55}Centered R2   = {res}  0.9344
{txt}Total (uncentered) SS   = {res} 3234.216205{txt}{col 55}Uncentered R2 = {res}  0.9345
{txt}Residual SS             = {res} 211.9409382{txt}{col 55}Root MSE      = {res}    .328

{txt}{hline 17}{c TT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{col 18}{c |}{col 30}    Robust
{col 1}        v2caviol{col 18}{c |}      Coef.{col 30}   Std. Err.{col 42}      z{col 50}   P>|z|{col 58}     [95% Con{col 71}f. Interval]
{hline 17}{c +}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{space 3}imfprogram_uu {c |}{col 18}{res}{space 2} .2157538{col 30}{space 2} .2006526{col 41}{space 1}    1.08{col 50}{space 3}0.282{col 58}{space 4} -.177518{col 71}{space 3} .6090256
{txt}{space 16} {c |}
{space 8}v2caviol {c |}
{space 13}L1. {c |}{col 18}{res}{space 2} .7927988{col 30}{space 2}  .022472{col 41}{space 1}   35.28{col 50}{space 3}0.000{col 58}{space 4} .7487546{col 71}{space 3}  .836843
{txt}{space 16} {c |}
{space 2}imf_movingavg1 {c |}{col 18}{res}{space 2}-.2531078{col 30}{space 2} .2639211{col 41}{space 1}   -0.96{col 50}{space 3}0.338{col 58}{space 4}-.7703837{col 71}{space 3} .2641681
{txt}{space 5}e_migdppcln {c |}{col 18}{res}{space 2}-.0204014{col 30}{space 2}   .02434{col 41}{space 1}   -0.84{col 50}{space 3}0.402{col 58}{space 4} -.068107{col 71}{space 3} .0273042
{txt}{space 5}v2xcl_acjst {c |}{col 18}{res}{space 2}-.6070306{col 30}{space 2} .1900112{col 41}{space 1}   -3.19{col 50}{space 3}0.001{col 58}{space 4}-.9794456{col 71}{space 3}-.2346156
{txt}v2exl_legitideol {c |}{col 18}{res}{space 2}   .00259{col 30}{space 2}  .014804{col 41}{space 1}    0.17{col 50}{space 3}0.861{col 58}{space 4}-.0264254{col 71}{space 3} .0316053
{txt}{space 6}v2cagenmob {c |}{col 18}{res}{space 2} .0867316{col 30}{space 2} .0151048{col 41}{space 1}    5.74{col 50}{space 3}0.000{col 58}{space 4} .0571267{col 71}{space 3} .1163364
{txt}{space 5}debt_crisis {c |}{col 18}{res}{space 2}-.0691885{col 30}{space 2} .0601048{col 41}{space 1}   -1.15{col 50}{space 3}0.250{col 58}{space 4}-.1869918{col 71}{space 3} .0486148
{txt}{space 1}ungaidealpoint2 {c |}{col 18}{res}{space 2} .0021985{col 30}{space 2} .0261038{col 41}{space 1}    0.08{col 50}{space 3}0.933{col 58}{space 4}-.0489641{col 71}{space 3} .0533611
{txt}{space 16} {c |}
{space 12}year {c |}
{space 11}1975  {c |}{col 18}{res}{space 2} -.007027{col 30}{space 2} .0653561{col 41}{space 1}   -0.11{col 50}{space 3}0.914{col 58}{space 4}-.1351226{col 71}{space 3} .1210686
{txt}{space 11}1976  {c |}{col 18}{res}{space 2} .0189775{col 30}{space 2} .0590837{col 41}{space 1}    0.32{col 50}{space 3}0.748{col 58}{space 4}-.0968245{col 71}{space 3} .1347794
{txt}{space 11}1977  {c |}{col 18}{res}{space 2}-.0243503{col 30}{space 2} .0556624{col 41}{space 1}   -0.44{col 50}{space 3}0.662{col 58}{space 4}-.1334467{col 71}{space 3}  .084746
{txt}{space 11}1978  {c |}{col 18}{res}{space 2}-.0129072{col 30}{space 2} .0562491{col 41}{space 1}   -0.23{col 50}{space 3}0.819{col 58}{space 4}-.1231534{col 71}{space 3} .0973389
{txt}{space 11}1979  {c |}{col 18}{res}{space 2} .0120281{col 30}{space 2}  .061826{col 41}{space 1}    0.19{col 50}{space 3}0.846{col 58}{space 4}-.1091485{col 71}{space 3} .1332048
{txt}{space 11}1980  {c |}{col 18}{res}{space 2}-.0737439{col 30}{space 2} .0808312{col 41}{space 1}   -0.91{col 50}{space 3}0.362{col 58}{space 4}-.2321701{col 71}{space 3} .0846823
{txt}{space 11}1981  {c |}{col 18}{res}{space 2}-.0741847{col 30}{space 2} .0711911{col 41}{space 1}   -1.04{col 50}{space 3}0.297{col 58}{space 4}-.2137167{col 71}{space 3} .0653474
{txt}{space 11}1982  {c |}{col 18}{res}{space 2}-.0090694{col 30}{space 2} .0528702{col 41}{space 1}   -0.17{col 50}{space 3}0.864{col 58}{space 4} -.112693{col 71}{space 3} .0945543
{txt}{space 11}1983  {c |}{col 18}{res}{space 2}-.0488968{col 30}{space 2} .0532305{col 41}{space 1}   -0.92{col 50}{space 3}0.358{col 58}{space 4}-.1532266{col 71}{space 3} .0554331
{txt}{space 11}1984  {c |}{col 18}{res}{space 2} .0136709{col 30}{space 2}  .055445{col 41}{space 1}    0.25{col 50}{space 3}0.805{col 58}{space 4}-.0949993{col 71}{space 3} .1223411
{txt}{space 11}1985  {c |}{col 18}{res}{space 2}-.0590784{col 30}{space 2} .0480021{col 41}{space 1}   -1.23{col 50}{space 3}0.218{col 58}{space 4}-.1531607{col 71}{space 3} .0350039
{txt}{space 11}1986  {c |}{col 18}{res}{space 2} -.029212{col 30}{space 2} .0562538{col 41}{space 1}   -0.52{col 50}{space 3}0.604{col 58}{space 4}-.1394674{col 71}{space 3} .0810433
{txt}{space 11}1987  {c |}{col 18}{res}{space 2}-.0476619{col 30}{space 2} .0513293{col 41}{space 1}   -0.93{col 50}{space 3}0.353{col 58}{space 4}-.1482654{col 71}{space 3} .0529416
{txt}{space 11}1988  {c |}{col 18}{res}{space 2} .0033087{col 30}{space 2} .0769636{col 41}{space 1}    0.04{col 50}{space 3}0.966{col 58}{space 4}-.1475372{col 71}{space 3} .1541546
{txt}{space 11}1989  {c |}{col 18}{res}{space 2}-.0357739{col 30}{space 2} .0661795{col 41}{space 1}   -0.54{col 50}{space 3}0.589{col 58}{space 4}-.1654834{col 71}{space 3} .0939356
{txt}{space 11}1990  {c |}{col 18}{res}{space 2} .0239757{col 30}{space 2} .1055798{col 41}{space 1}    0.23{col 50}{space 3}0.820{col 58}{space 4}-.1829568{col 71}{space 3} .2309082
{txt}{space 11}1991  {c |}{col 18}{res}{space 2}-.0254077{col 30}{space 2} .0788585{col 41}{space 1}   -0.32{col 50}{space 3}0.747{col 58}{space 4}-.1799675{col 71}{space 3} .1291521
{txt}{space 11}1992  {c |}{col 18}{res}{space 2} .0341215{col 30}{space 2} .0794426{col 41}{space 1}    0.43{col 50}{space 3}0.668{col 58}{space 4}-.1215831{col 71}{space 3}  .189826
{txt}{space 11}1993  {c |}{col 18}{res}{space 2} .0135299{col 30}{space 2}  .070373{col 41}{space 1}    0.19{col 50}{space 3}0.848{col 58}{space 4}-.1243987{col 71}{space 3} .1514585
{txt}{space 11}1994  {c |}{col 18}{res}{space 2} .0384227{col 30}{space 2} .0631031{col 41}{space 1}    0.61{col 50}{space 3}0.543{col 58}{space 4}-.0852572{col 71}{space 3} .1621025
{txt}{space 11}1995  {c |}{col 18}{res}{space 2}-.0980385{col 30}{space 2} .0771252{col 41}{space 1}   -1.27{col 50}{space 3}0.204{col 58}{space 4}-.2492012{col 71}{space 3} .0531241
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{txt}{space 11}1997  {c |}{col 18}{res}{space 2}-.0098531{col 30}{space 2} .0583734{col 41}{space 1}   -0.17{col 50}{space 3}0.866{col 58}{space 4} -.124263{col 71}{space 3} .1045567
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{txt}{space 16} {c |}
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{txt}{hline 17}{c BT}{hline 11}{hline 11}{hline 9}{hline 8}{hline 13}{hline 12}
{help ivreg2##idtest:Underidentification test} (Kleibergen-Paap rk LM statistic):{res}{col 71}  41.926
{txt}{col 52}Chi-sq({res}1{txt}) P-val =  {res}{col 73}0.0000
{txt}{hline 78}
{help ivreg2##widtest:Weak identification test} (Cragg-Donald Wald F statistic):{res}{col 71}  37.546
{txt}                         (Kleibergen-Paap rk Wald F statistic):{res}{col 71}  37.990
{txt}Stock-Yogo weak ID test critical values:{res}{txt}{col 42}10% maximal IV size{res}{col 73} 16.38
{txt}{col 42}15% maximal IV size{res}{col 73}  8.96
{txt}{col 42}20% maximal IV size{res}{col 73}  6.66
{txt}{col 42}25% maximal IV size{res}{col 73}  5.53
{txt}Source: Stock-Yogo (2005).  Reproduced by permission.
NB: Critical values are for Cragg-Donald F statistic and i.i.d. errors.
{hline 78}
{err}Warning: estimated covariance matrix of moment conditions not of full rank.
         overidentification statistic not reported, and standard errors and
         model tests should be interpreted with caution.
Possible causes:
         singleton dummy variable (dummy with one 1 and N-1 0s or vice versa)
{help ivreg2##partial:partial} option may address problem.
{txt}{hline 78}
Instrumented:{col 23}imfprogram_uu
Included instruments:{col 23}L.v2caviol imf_movingavg1 e_migdppcln v2xcl_acjst
{col 23}v2exl_legitideol v2cagenmob debt_crisis ungaidealpoint2
{col 23}1975.year 1976.year 1977.year 1978.year 1979.year
{col 23}1980.year 1981.year 1982.year 1983.year 1984.year
{col 23}1985.year 1986.year 1987.year 1988.year 1989.year
{col 23}1990.year 1991.year 1992.year 1993.year 1994.year
{col 23}1995.year 1996.year 1997.year 1998.year 1999.year
{col 23}2000.year 2001.year 2002.year 2003.year 2004.year
{col 23}2005.year 2006.year 2007.year 2008.year 2009.year
{col 23}2010.year 2011.year 2012.year 2013.year 2014.year 70.ccode
{col 23}90.ccode 95.ccode 130.ccode 135.ccode 145.ccode 150.ccode
{col 23}155.ccode 165.ccode 290.ccode 310.ccode 339.ccode
{col 23}346.ccode 355.ccode 360.ccode 365.ccode 370.ccode
{col 23}372.ccode 373.ccode 402.ccode 403.ccode 411.ccode
{col 23}420.ccode 433.ccode 434.ccode 437.ccode 438.ccode
{col 23}439.ccode 450.ccode 451.ccode 452.ccode 461.ccode
{col 23}471.ccode 475.ccode 482.ccode 490.ccode 500.ccode
{col 23}510.ccode 517.ccode 522.ccode 530.ccode 541.ccode
{col 23}551.ccode 552.ccode 553.ccode 560.ccode 565.ccode
{col 23}570.ccode 571.ccode 572.ccode 581.ccode 600.ccode
{col 23}615.ccode 616.ccode 620.ccode 625.ccode 630.ccode
{col 23}640.ccode 651.ccode 652.ccode 660.ccode 663.ccode
{col 23}670.ccode 679.ccode 690.ccode 701.ccode 703.ccode
{col 23}704.ccode 705.ccode 710.ccode 712.ccode 760.ccode
{col 23}770.ccode 771.ccode 780.ccode 800.ccode 812.ccode
{col 23}816.ccode 820.ccode 840.ccode 850.ccode
Excluded instruments:{col 23}imf_maxlog_liquidity_1
{hline 78}

{com}. 
. clear 
{txt}
{com}. 
. ********************************************************************************************************************************
. ******** STATISTICAL ANALYSES OF PHYS. INTEGRITY RIGHTS-IMF PROGRAM CONDITIONALITY LINK (AUTOCRATIC REGIMES) *******************
. ********************************************************************************************************************************
. 
. cd "/Users/stephennelson/Desktop/Aug24ISQReplication"
{res}/Users/stephennelson/Desktop/Aug24ISQReplication
{txt}
{com}. use "imf_conditions_ISQ.dta"
{txt}
{com}. 
. sort cid time
{txt}
{com}. xtset cid time
{res}{txt}{col 8}panel variable:  {res}cid (strongly balanced)
{txt}{col 9}time variable:  {res}{col 25}time, 1 to 11
{txt}{col 17}delta:  {res}1 unit
{txt}
{com}. 
. ***** Table 2 (in main paper) *****
. * Predictors of IMF program participation (based on Reinsberg et al. 2019a) and main correlates of human rights scores *  
. global Z1  limf1 nunder s_unga3g7
{txt}
{com}. global Z2  $Z1 reserves_wdi debtser_gni cab_gdp dpi_exelec dpi_legelec
{txt}
{com}. global BMA1 e_migdppcln v2xcl_acjst v2exl_legitideol actotal
{txt}
{com}. 
. * Test for effect of dichotomous IMF program participation indicator (not reported in paper) *
. qui treatreg theta_mean imf1 l.theta_mean i.cid i.time, treat(imf1=$Z1 i.regid i.time) twostep hazard(imr)
{txt}
{com}. est store a1
{txt}
{com}. drop imr
{txt}
{com}. qui treatreg theta_mean imf1 l.theta_mean i.cid i.time, treat(imf1=$Z2 i.regid i.time) twostep hazard(imr)
{txt}
{com}. est store a2
{txt}
{com}. drop imr
{txt}
{com}. estout a1 a2, starlevels(* .1 ** .05 *** .01) cells(b(star fmt(3)) se(par fmt(3))) stats(N chi2, fmt(%7.0f %7.2f)) drop(*cid* *time* _cons) order(imf1)
{res}
{txt}{hline 44}
{txt}                       a1              a2   
{txt}                     b/se            b/se   
{txt}{hline 44}
{res}theta_mean                                  {txt}
{txt}imf1        {res}       -0.080           0.049   {txt}
            {res}      (0.083)         (0.111)   {txt}
{txt}imf1        {res}        0.000                   {txt}
            {res}          (.)                   {txt}
{txt}imf1        {res}                        0.000   {txt}
            {res}                          (.)   {txt}
{txt}L.theta_mean{res}        0.617***        0.599***{txt}
            {res}      (0.027)         (0.037)   {txt}
{txt}{hline 44}
{res}imf1                                        {txt}
{txt}limf1       {res}        1.658***        1.196***{txt}
            {res}      (0.142)         (0.194)   {txt}
{txt}nunder      {res}        1.563***        0.041   {txt}
            {res}      (0.020)         (0.033)   {txt}
{txt}s_unga3g7   {res}       -1.551          -1.919   {txt}
            {res}      (1.136)         (2.397)   {txt}
{txt}1.regid     {res}        0.000           0.000   {txt}
            {res}          (.)             (.)   {txt}
{txt}2.regid     {res}        0.472           0.950** {txt}
            {res}      (0.299)         (0.470)   {txt}
{txt}3.regid     {res}       -0.270                   {txt}
            {res}      (0.340)                   {txt}
{txt}4.regid     {res}        0.101           0.240   {txt}
            {res}      (0.284)         (0.346)   {txt}
{txt}5.regid     {res}       -0.447          -3.967   {txt}
            {res}      (0.427)       (219.500)   {txt}
{txt}6.regid     {res}        0.105           1.108*  {txt}
            {res}      (0.351)         (0.660)   {txt}
{txt}7.regid     {res}        0.406*          0.380   {txt}
            {res}      (0.216)         (0.255)   {txt}
{txt}reserves_wdi{res}                       -0.082** {txt}
            {res}                      (0.040)   {txt}
{txt}debtser_gn~i{res}                        0.017   {txt}
            {res}                      (0.020)   {txt}
{txt}cab_gdp_wdi {res}                       -0.010   {txt}
            {res}                      (0.015)   {txt}
{txt}dpi_exelec~g{res}                        0.703** {txt}
            {res}                      (0.341)   {txt}
{txt}dpi_legele~g{res}                       -0.004   {txt}
            {res}                      (0.256)   {txt}
{txt}{hline 44}
{res}hazard                                      {txt}
{txt}lambda      {res}        0.049          -0.057   {txt}
            {res}      (0.044)         (0.061)   {txt}
{txt}{hline 44}
{txt}N           {res}          513             268   {txt}
{txt}chi2        {res}     22300.86         4966.39   {txt}
{txt}{hline 44}

{com}. 
. * Distinguishing structural and stabilization conditions (col 1) *
. cmp setup 
{res}{txt}$cmp_out      = {res}0
{txt}$cmp_missing  = {res}.
{txt}$cmp_cont     = {res}1
{txt}$cmp_left     = {res}2
{txt}$cmp_right    = {res}3
{txt}$cmp_probit   = {res}4
{txt}$cmp_oprobit  = {res}5
{txt}$cmp_mprobit  = {res}6
{txt}$cmp_int      = {res}7
{txt}$cmp_trunc    = {res}8{txt}  (deprecated)
$cmp_roprobit = {res}9
{txt}$cmp_frac     = {res}10
{txt}
{com}. set matsize 800 
{txt}
{com}. qui xi:reg theta_mean i.cid i.time  
{txt}
{com}. qui treatreg theta_mean imf1 l.theta_mean i.cid i.time, treat(imf1=$Z1 i.regid i.time) twostep hazard(imr)
{txt}
{com}. qui cmp (theta_mean=scb qcb imr l.theta_mean _Icid* _Itime*) (scb=ivscb _Icid* _Itime*) (qcb=ivqcb _Icid* _Itime*) if imf1==1, indicators($cmp_cont $cmp_cont $cmp_cont) cl(cid)
{txt}
{com}. est store e1
{txt}
{com}. test ([scb]ivscb [qcb]ivqcb)

{p 0 7}{space 1}{text:( 1)}{space 1} {res}[scb]ivscb = 0{p_end}
{p 0 7}{space 1}{text:( 2)}{space 1} [qcb]ivqcb = 0{p_end}

{txt}{col 12}chi2(  2) ={res}   29.91
{txt}{col 10}Prob > chi2 =  {res}  0.0000
{txt}
{com}. drop imr 
{txt}
{com}. estout e1, starlevels(* .1  ** .05  *** .01) cells(b(star fmt(3)) se(par fmt(3))) stats(N1 chi2 ll, fmt(%7.0f %7.2f)) drop(*cid* *time* _cons)
{res}
{txt}{hline 28}
{txt}                       e1   
{txt}                     b/se   
{txt}{hline 28}
{res}theta_mean                  {txt}
{txt}scb         {res}       -0.053** {txt}
            {res}      (0.025)   {txt}
{txt}qcb         {res}        0.111   {txt}
            {res}      (0.128)   {txt}
{txt}imr         {res}       -0.021   {txt}
            {res}      (0.078)   {txt}
{txt}L.theta_mean{res}        0.666***{txt}
            {res}      (0.050)   {txt}
{txt}{hline 28}
{res}scb                         {txt}
{txt}ivscb       {res}        0.063***{txt}
            {res}      (0.012)   {txt}
{txt}{hline 28}
{res}qcb                         {txt}
{txt}ivqcb       {res}        0.012   {txt}
            {res}      (0.012)   {txt}
{txt}{hline 28}
{txt}N1          {res}          237   {txt}
{txt}chi2        {res}      1719.43   {txt}
{txt}ll          {res}     -4158.21   {txt}
{txt}{hline 28}

{com}. 
. * Different types of IMF program conditions, labor-related and privatization (col 2 & 3) *
. qui treatreg theta_mean imf1 l.theta_mean $BMA1 i.cid i.time, treat(imf1=$Z1 i.regid i.time) twostep hazard(imr)
{txt}
{com}. qui cmp (theta_mean=ba2lab imr l.theta_mean $BMA1 _Icid* _Itime*) (ba2lab=ivba2lab $BMA1 _Icid* _Itime*) if imf1==1, indicators($cmp_cont $cmp_cont) cl(cid)
{txt}
{com}. est store f1
{txt}
{com}. test ([ba2lab]ivba2lab)

{p 0 7}{space 1}{text:( 1)}{space 1} {res}[ba2lab]ivba2lab = 0{p_end}

{txt}{col 12}chi2(  1) ={res}  147.31
{txt}{col 10}Prob > chi2 =  {res}  0.0000
{txt}
{com}. drop imr
{txt}
{com}. qui treatreg theta_mean imf1 l.theta_mean $BMA1 i.cid i.time, treat(imf1=$Z1 i.regid i.time) twostep hazard(imr)
{txt}
{com}. qui cmp (theta_mean=ba2pri imr l.theta_mean $BMA1 _Icid* _Itime*) (ba2pri=ivba2pri $BMA1 _Icid* _Itime*) if imf1==1, indicators($cmp_cont $cmp_cont) cl(cid)
{txt}
{com}. est store f2
{txt}
{com}. test ([ba2pri]ivba2pri)

{p 0 7}{space 1}{text:( 1)}{space 1} {res}[ba2pri]ivba2pri = 0{p_end}

{txt}{col 12}chi2(  1) ={res}  120.73
{txt}{col 10}Prob > chi2 =  {res}  0.0000
{txt}
{com}. drop imr
{txt}
{com}. estout f1 f2, starlevels(* .1  ** .05  *** .01) cells(b(star fmt(3)) se(par fmt(3))) stats(N1 ll, fmt(%7.0f %7.2f)) drop(*cid* *time* _cons)
{res}
{txt}{hline 44}
{txt}                       f1              f2   
{txt}                     b/se            b/se   
{txt}{hline 44}
{res}theta_mean                                  {txt}
{txt}ba2lab      {res}       -0.057                   {txt}
            {res}      (0.052)                   {txt}
{txt}imr         {res}       -0.006          -0.015   {txt}
            {res}      (0.068)         (0.070)   {txt}
{txt}L.theta_mean{res}        0.551***        0.548***{txt}
            {res}      (0.050)         (0.049)   {txt}
{txt}e_migdppcln {res}        0.034           0.054   {txt}
            {res}      (0.116)         (0.119)   {txt}
{txt}v2xcl_acjst {res}        0.557           0.420   {txt}
            {res}      (0.458)         (0.409)   {txt}
{txt}v2exl_legi~l{res}        0.058           0.063   {txt}
            {res}      (0.080)         (0.085)   {txt}
{txt}actotal     {res}       -0.135***       -0.136***{txt}
            {res}      (0.023)         (0.022)   {txt}
{txt}ba2pri      {res}                       -0.260***{txt}
            {res}                      (0.099)   {txt}
{txt}{hline 44}
{res}ba2lab                                      {txt}
{txt}ivba2lab    {res}        0.123***                {txt}
            {res}      (0.010)                   {txt}
{txt}e_migdppcln {res}        0.222                   {txt}
            {res}      (0.297)                   {txt}
{txt}v2xcl_acjst {res}        1.397*                  {txt}
            {res}      (0.765)                   {txt}
{txt}v2exl_legi~l{res}        0.071                   {txt}
            {res}      (0.066)                   {txt}
{txt}actotal     {res}        0.010                   {txt}
            {res}      (0.024)                   {txt}
{txt}{hline 44}
{res}ba2pri                                      {txt}
{txt}ivba2pri    {res}                        0.103***{txt}
            {res}                      (0.009)   {txt}
{txt}e_migdppcln {res}                        0.079   {txt}
            {res}                      (0.148)   {txt}
{txt}v2xcl_acjst {res}                        0.130   {txt}
            {res}                      (0.294)   {txt}
{txt}v2exl_legi~l{res}                        0.010   {txt}
            {res}                      (0.050)   {txt}
{txt}actotal     {res}                        0.002   {txt}
            {res}                      (0.023)   {txt}
{txt}{hline 44}
{txt}N1          {res}          237             237   {txt}
{txt}ll          {res}      -305.64         -166.89   {txt}
{txt}{hline 44}

{com}. qui tab cid if e(sample)
{txt}
{com}. di r(r)
{res}61
{txt}
{com}. 
. *Tables A5 & A6 (summary statistics and pairwise correlations)*
. sum theta_mean scb qcb ba2lab ba2pri e_migdppcln v2xcl_acjst v2exl_legitideol actotal if e(sample)  

{txt}    Variable {c |}        Obs        Mean    Std. Dev.       Min        Max
{hline 13}{c +}{hline 57}
{space 2}theta_mean {c |}{res}        282   -.7156071    1.104681   -3.21085    1.96746
{txt}{space 9}scb {c |}{res}        282    3.236407    5.043431          0   33.33333
{txt}{space 9}qcb {c |}{res}        282    13.66548    9.945661          0   45.33333
{txt}{space 6}ba2lab {c |}{res}        282    .3664302    1.000834          0   11.33333
{txt}{space 6}ba2pri {c |}{res}        282    .2210402    .6119272          0   4.666667
{txt}{hline 13}{c +}{hline 57}
{space 1}e_migdppcln {c |}{res}        282    8.086986    1.194937      6.053     11.903
{txt}{space 1}v2xcl_acjst {c |}{res}        282    .4909078    .2232931       .059       .908
{txt}v2exl_legi~l {c |}{res}        282   -.1221643    1.081811     -2.273      2.913
{txt}{space 5}actotal {c |}{res}        282    1.027778    1.799048          0          9
{txt}
{com}. corr theta_mean scb qcb ba2lab ba2pri e_migdppcln v2xcl_acjst v2exl_legitideol actotal if e(sample)
{txt}(obs=282)

             {c |} theta_~n      scb      qcb   ba2lab   ba2pri e_migd~n v2xcl_~t v2exl_~l
{hline 13}{c +}{hline 72}
  theta_mean {c |}{res}   1.0000
         {txt}scb {c |}{res}   0.1165   1.0000
         {txt}qcb {c |}{res}   0.0511   0.5414   1.0000
      {txt}ba2lab {c |}{res}   0.1453   0.5437   0.3677   1.0000
      {txt}ba2pri {c |}{res}   0.0792   0.6608   0.2960   0.3857   1.0000
 {txt}e_migdppcln {c |}{res}   0.4071   0.1269   0.1425   0.1993   0.0498   1.0000
 {txt}v2xcl_acjst {c |}{res}   0.5359   0.2317   0.0522   0.1493   0.1232   0.3266   1.0000
{txt}v2exl_legi~l {c |}{res}  -0.0110   0.1421   0.0555   0.0698   0.0530   0.3106   0.0979   1.0000
     {txt}actotal {c |}{res}  -0.7054  -0.0481   0.0315  -0.0920  -0.0438  -0.1956  -0.3889   0.1126

             {txt}{c |}  actotal
{hline 13}{c +}{hline 9}
     actotal {c |}{res}   1.0000

{txt}
{com}. 
. clear
{txt}
{com}. 
{txt}end of do-file

{com}. translate ISQreplication.smcl ISQreplication.log
{txt}(file ISQreplication.log written in .log format)

{com}. log off
      {txt}name:  {res}<unnamed>
       {txt}log:  {res}/Users/stephennelson/Desktop/Aug24ISQReplication/ISQreplication.smcl
  {txt}log type:  {res}smcl
 {txt}paused on:  {res}22 Aug 2024, 10:55:14
{txt}{.-}
{smcl}
{txt}{sf}{ul off}